Shared Flashcard Set

Details

spiral 250 images
images
10
Art History
Not Applicable
04/01/2016

Additional Art History Flashcards

 


 

Cards

Term
8. Stonehengehttps://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQh3rxc1TBoQA8QGCUiQSrp46MYwAwYyLIUZyKkVQksynKQJqzh
Definition
a group of standing stones on Salisbury Plain in Southern England . The Megaliths are enclosed by a circular ditch and embankments.
Term
18. Palette of King Narmerdata:image/jpeg;base64,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
Definition
A significant Egyptian archeological find, dating 31st century B.C ,containing some of the earliest hieroglyphic inscription ever found
Term
28. Anavysos Kouroshttps://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcRHM1FIpdg9y2aKygrBnMZzr8to0Xa_8i69fsbghEJAF-fvnHEKzA
Definition
Function as a grave marker for a fallen young warrior named Kroisos
Term
48. Catacomb Of Priscilladata:image/jpeg;base64,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
Definition
This quarry was used for Christian burials from the late 2nd century through the 4th century. Some find decorations illustration Biblical scenes
Term
58. Merovingian looped fibuladata:image/jpeg;base64,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
Definition
This Lombardy pieces provides a good comparison , because it is a stylized variation of the crossbow fibula .
Term
68. Daviddata:image/jpeg;base64,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
Definition
is the title of two statue of the biblical hero by the Italian early Renaissance Sculptor Donatello ,an early work in Marble of a clothed figured .
Term
78. Annunication Triptychdata:image/jpeg;base64,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
Definition
Painting is telling a story about the Virgin Mary and Jesus
Term
108. Liberty Leading of Peopledata:image/jpeg;base64,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
Definition
is a painting by Eugene Delacroix commemorating the July toppled king Charles X of France .
Term
118. The Valley of Mexico from the Hillside of Santa Isabeldata:image/jpeg;base64,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
Definition
Primarily an academic landscape painter specialized in broad panamas of the valley of Mexico keen observer of Nature; rocks, foliage, clouds, waterfalls.
Term
178. Aka elephant Maskdata:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxQTEhUUEhQUFhUVGRoWGBgYGB4aGBkcHhYXGB4XGhkeHCogIB8lGxYXITYiJykrLi4uHSAzODMsNygtLisBCgoKDg0OGxAQGywlICQsNDQsNCwsLCwwLCw0NzAsNC0sNCwsLCwsNDA0LCwvLCwsLCwvLCw0LCwsLCwsNC8sLP/AABEIAR0AsQMBIgACEQEDEQH/xAAcAAEAAgMBAQEAAAAAAAAAAAAABAcDBQYCAQj/xAA/EAACAgEDAwMDAwMCBQIDCQABAgMRAAQSIQUTMQYiQQcyURQjYUJxgVKRFSQzYrFyoZLS8TRDU3OCk8HR8P/EABkBAQEBAQEBAAAAAAAAAAAAAAABAgMEBf/EAC4RAAICAAUCAwgCAwAAAAAAAAABAhEDEiExcUHBBGGxIjJRgZGh0fDh8QUTM//aAAwDAQACEQMRAD8AvHGM+E4B9xnK+pPqBo9G/bdzJN/+FCN7g1dHmlP8E3nPw/VffJ200UhYqXAaWNW2ggXV/wA+L/8AByWjahJllYyul+q8Ydkk0mpBU7W2bJNpoGjTfhgc6H09640WsO2GYb/9D+xz/Cg8N/8ApJxmRXhTSutDpMYvPhOU5n3PhavOcF6g+o8CTrpomtn4MnG1Ca2jnj3A2Dz8WKIOV5qtfq9WjGV1aKcTHdX7kUSMqtsG73hlv4q2HNMFyWC3OuettLpiFYs7kgAIOLJ8dxiIwQATW66B4zMnrPQkE/qYwFALE2AoN0SaoA0efHBym9Gyzo2q0sbjsbzHHM57bsEW2CK/tpOLD0WPNUTmJ5X7Ea6eSCHVTMGkhj2cl/A2PuZGA23/ADuv4yWyn6A0WtjlUPFIkiHkMjBlP9iOMkZ+dNN1OLTRpLozE820HUbGZGI5ZnVxRUh3K3RFMo28AZYvpj6ggJENawUSrvjlYbSV4ruAEru55oi+CB5C2yFjYzzG4YAgggiwQbB/kHPWUDGeJZVUFmIAHJJNAfyTnK6/6j9PjbaJjK34iRpB/hgNp/3yNpGowlLZWdbjOLX6n6CwJGmiJr/qQuPPjwDnT9L6tBqF3wSxyr8lGDV/Brwf4OE0yyw5R3TRNxjGUwMYxgDKz+o/rRlkOi0kmxwLmkBG5b8Rx8/eRyW/pHzfjt/VPVhpdJPOa/bQsL+W8KP8sQP85+cNVr9JIixatNRFMCX/AFBUMTIxBd2ANspNfk0BRBzLZ0hSWb6fvkZF1xfRTQKqLqIHSRto/wCsquvvsmyQaJ/PFVdZm0enmh6jHLMqx0ncdN6khCro1gX4ez/NX858gMEcfYk3iYo37zrujmSm4J5ZQo4Bq1N3YNGLLqDMyBVZ3EA05Lt9yC2LMBQHkksWIoc/JJuMdGaw8HExncenVmGXp+qSLaACdW3dBDhiEcINxINiy6gmv9WbPquuj1ExhQRrDplozUA5KjbStfCAg8c/aTxYGZdfqIv1BjXuKFH6YstLsiVz7EBJ9w+3ubl/t85h6lJDMe5JAyqKC6eJh3pttBHm5sAL+ASB88DCamJQxMBp7XsWN9MfXZYrpNVJvJJEE5upACRsZjyTYIDc3RFk1fr6reqJO1LFpHAEJTvsCObstCD+QO2WHyHocgg1z17UPLCpaCKFUI2IhJKqV5BIAUC9lACx+cHQOqxwLIU0ssazSMAplO4oG3ORf3EU3Aom7C5FexcVKUViLrd8o8afT6eWNhq5CuoLvqJT2zujWqKuSB5sEKP6mQcXWYIeozwRpPEQDIgjDlAzRbHKiNOdirYB5Xk3/nYdVn0sv6iaalEoiEQhYNI7Lvs+5No4KAsOKJG4k0Yet0Goi0UEqShYGVGccB1aQ7t1gbmXcbABsV4O0tmlXU878iZ1joM8mn0rKGp0UvGW2C9u8S9vhSQoNkWeF85j6fNpzqTq1MjRQqNxSPiypQNyQxUKCW9oI4NGzmTpGoMmsdtEkcRaPlp9xLoXsNDGG4W18Alar7fGQOnaZ9QY0TVFTrlkMgWFdlhSGGwULPiwATyfOaWlph9GicmhhLMS5Uaw95DINtQCUSPbchbCuQWYWO34N5515l/VSLBFNII3jaOONyNOgWNFjkII22Np5sAUR4Fn5reqtJvlnRJIUV9IZYDtU2w9yxtzXge3ge6hXOePUKRtU+lmASodPG6uyrG24sS7j7F7dfg2zfN2rYFreheutHINLOoG8B42U2ivQDxGwCPdyP5LD4s9n1vq0elheaZtqILP5J+FUfJJoAZRMKhI45BrZZmZ1j7iMCY2c0jAbibE6ISXbld4AG6j66v13VdWkWK1CwpuohghkCgEuBzZYlOPA3EXmG6R2wsPO9dluSNf1hurTOs8xi9u6DTC9vIO2Ukja5HngX5qgDfJz66QRcL2tRpZAWUccj22aPKndR82Pmqv7rJ2llXTzwNFODSlatTywYWR7ePIJFCwR5yX1LXRvHE0cm+VomhmeRKnBXwwI9v9bLYYkhFskgnKko6src8Z5IrhL9+5J6z1Nf1DT0wQaaKgfPvd22fw10DxxRv5z3oX7EEWqDvDq52JhEPAKlgFQr9vbraxJ/1C74XIvXuo6mQhpVQl4lSpV3I4G5u5/DEyXXxx+My9Vh/5ju6Yvq3IWGlA2I4QBtpAoKRRG0UoLAnkHJSkkrLKOLgu2t/mn2Zcn0/9WHVo0U9LqYvuA4Dr8SqPFHwQPB/FjOwz896RJNEU1TahW1aEP2tygGMmmiRbtgQx5H4PyLy/tFqlljSRDauoZT+QRYP+xxF9DOJFUprZ/Z/uxmxjGaORxf1fS+mS34Dwk/iu8g5/iyD/AIynuodF1qFWlk0oiDAkFtgYDkglxwdu6/d/4GX/AOq+mfqdHPB8yRsq/wDqq1P/AMQGfnb/AIO2r2skck0pADNLI4iQhRuDEnk+PYtmq8cZnVPc6VcNtn6/0Zer9r3rAmsCj5ne0IDeUVrY8c2SKAPHOROjwBzKpO24m5s0KdGJYLyQAp4o/wBrrNs0SGFeyYpJzuiGpkH7ZVQ2/sRuTYVTtLKoHBJbMJjMChlLK8yd8FVtkjjcuRV8EkQtR8VV+cxiQcnaPf4PxUMPDeHLR3af79TU6+bfKWTdzQUtW80qqCQONxq655Pk+TtNdrVXTyJPpY1hcqO7CyrK/vVrJKncfb5O0cHPmogHcQxhUaWBdTE5A7QPsNBPCkAkkEkL5AqhmbWRnVoDok06Sx2dRDwCXBI3Irft7L8OKJ3cnisYcMusjHjvEwxVGGH0Na76A6djpzKJbAKSsbA3Ak0PYR7avmrF1m10J1OnRGiZZXkjd2O/dZBTtkOeCVjcCrAoHyKzRdf1L7ViljEUg+5V2nnaKK0fkG6v5HObuPoTSRzx6aQCRGSLaDztRVpXPO0k93kcEnzV5pJW2eWdrDjHl/X+iH1DWEwA6ljPPOzGMXTRyKAjoQTahCo4Apjx45z5rqEDR6qQtqIolbT/ADEAu0BI1UbS9oylmBsAUaGY9Fo000Mw1cTfvftdxdsgjApgPNDczKwYE8hOM7L6WeitNrYXfUNKTFJ2xEr7VC7EcE0N3LO3ggcHLJ9DOHhppyk6S+ZXMHU5JtWkz+0op3sCykIFYM9iyG2saofdtFG6OHQptkjHg9ttqltoZypAjdgRSm68gHxwCSLE+rHpTS6Pt/piV7gbfGXLcKUYN7raiasEkWFocHOW9M6CKfWwxTtsR2Cs10QCGIAb4LMFX/IzMsT2tT24XhE8KUk9ONdNX6Gm6f1V4tQk8yvIYyzorNtVXPIIFUo3G6UCjX4o7fVK4EmrTauokQvKiAFY43IG8fKuaDGybtiKy3ut/SfRNE3ZZ4GAvcztInHJ3K7eCPwRX/mpOh65o1aJIo3RqHbRblm3k3u82iKSL2gUQL85tN3qeOeHHLmg9PNHroUCjbHpgHPLl2BHuWKV4mKnwO5F454/kg5g6VqCm4u00cjNyYg/3ckghFZDRb7SDX4zoNc4aLSs6DT8oEjIDE1JG4VdvgGiKIB/c5AzS+n+vSp3k0qq2+QuhlJG1QW52qRZKlPnjb4Pwldp0TD9ySJug6iGST9XJPLXtjligCSR7iQTvIXg+K5Ugm+azUdNK96Pubdu5Qd3KjkAbhxag1f8A5tNNPumeLqOpkk3J7YovJIpwqjZSseaUBdx23Y8wdDGDL9l0HZY28kqpYI3HJHyOLquLzGKnlR9D/GSis6e9acGXqG9E2T/APVMhkom3Tcp37+KtyENXfBJAsX76SYzHOryyozRntiMORYDNubYCaBVeLAIu/AqL1VSWViArOiu4FVbWQ1AUCy7Xof6vjwJPTDCsMshn7c6WgjcL223ilJBBLLe668BWvg84wl7Xkenx0orw1S3b0715Gu6QukBCoskjn5CE7b4A2ryD+CA3PyPj9B/S+Yt0zTE/Csv+FkdR/7DKh6V13WRJbR6cxgFv2z2yBybAAKVxwNov8/OXD9NdMY+m6ZWFHYWr+GZnBP80wzrrm1Pjr/k+V6P+Dp8YxmjkMqv6gejmieTU6aMywy0dVplJXdRJ7i7eaNkkD8nggkC1MZGrNwm4P18z8wdSkGoeTUuQUhU9iEVaoq2pIBoWRu4v+9LmTXSaqLQwyyyb9RPIEj7gV3ERQnaSwu3cKTZNDb4N1dXqb6caPVkvtMMp5LxUAx/7kI2nzyaBP5zlNd9Lda20DWrIqNvTuh7U0QDRLfBzNyVaHTJhS1Uq8mu6u/ojidHp5NW8+glaxHEsml4FRhKQD2gEgrIFJNk7T85qSVURSMWTVwtR28klWK05BoggDwb5rkG8tCL6T6huZdcBa7WCRnkXe37wCL55GdR6U+nml0TdwAyyj7ZJK9n/oUcL/fzyea4y27dIqhgx1lK38Ffq/wUtqenzRan9RqY2LIhnMLqdzEqwAsAhTYLAHlQF9p+JP6WDtSDWb4GlAnYb23r3nlAXaF9xVYYgQVIH4BvOi9a6hZerPumEUUDqrl3CJIezG4jBJo0Q1huOeLs1z+tacx7p4jO6rzSp/S8gFihyVkX7QSLJr4yqNaI4Tm5NyZrZNNEsEY0mqdnYMTprJaUMz2KQkRv2qDD+LBBHP0aWcFZNF3YdxCGOQvFIn5IfgtHd/JI4/NDDo45NWoXS6VFkiNNLuCtEdzMu0hg35HIb8AeDmROtyQIDO5nlk+xQ3CqCBe7bdt76rcpFHwQTqovcQxJw93Qh9Y0jI633Sxsu7rtWRgV9qqSWIHPuJNn4AyJPxtJbaLALVYCkgMSBdgCzVHxknr0vd2PHJPu5uN7CoCAfaSx+eKtv78cw+mb45UdzuVTZWxzwRXIr8f4+Qc4yUc12qPqYWLjLCcXGTb6+n0N53NbzEZpG0wX+iVnR049scXcKsSCAF8AkWa5xFqW7OzSRSwTiZe67EEONkikM5FMAxFJtNcVnh/U7K6ho9kO0AlSC68A0GA4W+PG6uQfAx1eCILEmp1rzRuO6jLGCwUExi2J3EEF7teChFZ1Sh0PnYk8Vup/g2zSzSHTpMEl98aEorKI7cOWNn3UYVrgDiiOedb07oc3/NykMzaZleV42RSULyIzogQrYMUl+KPPNG9t2oNsSQTkwgSpM3cJ2q8EojaRjQTa6kgEKLYcDjOo+jTJHqZYAOTponD/ANM6biQ4H9IBkYV5N8+MPVGIPK7OO1kyACDpqgNIu6bUnlwGN7WkI3bzfI+PAF3txvrY5IQQO2Um7TTbbeefYdhUryq+2yOAP29tCwO79X/T2WEvN04Wjg7oB5Qn+qIfIHnb5HgWKA4jqaQJFpNOoaIRTb5FmQo5Ko1swIokk1V8cCqHGU6pM6uDvNh/bdHuR9NA5mJGqjWLtzqASw1DuPfcg4VtrjdfH5JI3QR1AxSL3UD6BwAqbdwVOSpBPv3ru83ZF1ZrJXSX00b60SyKIp1UAi2u+5uA2g0QWv4+K8ZL9NendbqIxBBCe2C1zyqVQqWLAgNfwRwN5F/HBxmStFeHizalL6v+exm0npuKTUx6TRySMk1PKobfHHF7XLq1WCw5+43uXnkZf8aAAACgOAP4znfRfpCLQRbV90r0ZJCKLH8AfCgk0P55s50mIp9TOJJaRjsvu/iMYxmjkMYxgDGMYAxjGAfnr1A+9tXqdRH3oY9WzRoKUlBIUZvt9y2T93HtPNEV50cEzSzz6Z1Q6iGKVVlj54tADtcqCQCQfdwwBUec7/1F9Klk7jaXUSQ91i7RMS0LEncRtHiz+d34quMr31VDKJzBqx2ZUjtpIpPZIlgqKoDbZPB8EnxYGYd3qbyezaNJ1L9eDJJNK5pKkphbRvLtKpSkD3M3PFC6/B9w+nt7J+kiO3trI0srcjuBtikLYsgXwPk5H6fr1jSSBH0xjlBDs8cgevtpTuUChyOfz+Tm60MMeqkkEztp200aJenPbDw0x/qLcCxf8Hkn4r2Mwllkmt0QYesQiGNv0/khYzxteRQVZiNgNHeKBJAN/I4yRdUjhMzrFK0McjCcM0Yt3JVUCC1CKV8qDZo0BtURY+pL2NHJIO5tkUAEquzaNrABQPA2sN39RUkkCjuut6mFdRJoVAAlBkmJCkrIAjCrUi9sdm933cHzjItkdX4hu20vv+TX6rTO7M57OnOlWNgGX2SqLtiyj7rXaQEskgeTeQHm0RZJZUl7h3d2GNdqp7qQEttBpKvaRZo8Wcm6IQ6qOdiDLMssccDTSP7RKyRq21SFA3F2oJxQ4zL1L03r2kTbDBQ2xho2UDjjc5ems+SQL4/OaSir1Oc5ynTZK1mq000MbQrUUIZ3j2bWMTRSo4UXRI3qCwNe693Gb76fa+WPV6HYo/SyRGIHgsGP9LsB5BQAcBTZ+Qa1h0Wpjl088+yaSQuhSGMlmuEqBVC2NLdKAOeOLzuvRXoF4xHJOxiVJO8mlQhlU2XAkkq2piPatL7QeTk8kFHS2WRnlkB4IBH856xlMkVenQhtwijDf6gi3/vV5KrGMAYxjAGMYwBjGMAYxjAGMYwBlIetJoB1nUfrNvaEUaruBIJ2REChzds5/wAfxl35R3rfq8en6prnmiaZCkSbdgdaMMZ9272hb+T/AO+Zl0OuE6zcHGHX9KWa/wBLqGS7I30L44EZYMV48F/nxQ53T6eCYPqtAF2RwGE6dRsdvuMoI+6+04ordsPu4F6TTdb0Jl3zdPULzxHISP8A9v2x15/jgcZtOtavST6iFdPERINrRtt7QXahO1uNxUFCtKPg03m6lqcbMI0G0UkOnEMorT907rlCkszKQxFAMKPNoo+bzPPqGkj0+0adtjqs8yqO7I4kpkjATcdyjm7MlnivPiXUWkm9hGQs0skYHceBioXuQMAAWLKpb3UN7GwN5zLHq0ppojHwGmjeSJwEZ/Yysqe1W7cdk2WJYMoo89GQx9Ni0ss8axGmEsRKwClCCVT+46Ltb4JNkKwAU3Zb36wj0LagDU6jVu10VRkdIgfnaVO26DFBub+PFfYtRO0sywRaUxTAl2AIaRpF3Ej9zcpLtQBoD/fOf6gD3FSLROjhACGRy8hHBl7ZWxZr4NV8ZMtu2WyxfRcWm/VdPXTSGRA870ZC22tM1Aqfsqx7aHzl05R3oGKQ9S0jtp20y/u/tkbRY07qxCmmALMvBA/i/OXjmNmzpL3Y8d2MYxlMDGMYAxjGAMYxgDGMYAxjGAMYxgDKP9cHUp1XVvpou4wEXxdXp0W6sE/PA/j+xvA5Tvrc6kdR1Y0gjZzHC/vNfapXat+0k2DyQOP8ZmXQ6Q2lx3RWmhn1XeX/AJbuOCp2NBRoMPPtDAWALJzqp9NOrxSaiPTrHvdpF3F5bkdm7cYCmjXPB5sc+RkLRDrIkItz53GQxvH9tUGFi6FbUN8+OTmH1NrtdDJvlWEs8mwbVkZUb9PpuEYsAN42mubMbXYGaTONE1JG9qxmOJCr9topgERgSrIgb3SMN9FuACx48ZIjjARJZ3fTiSMsZO6HeIKYNiNajcCbPAFFmH9RuE0rvHUeljI6dsZPuO8MvuKHjaQF387jaji8xdN0gad41go6pJHkk32VO07loqLAkI/H3j/SANWDP03QsNZ3njnScMCLK7JEAG5kN7T+0rHZ3DVA7j5HzrPXuovMEhglgUchQgcP4bcX27PCrwDxyLPjIUnXdVellddojZlMSqURLXsgMCd+7aZByaHFUSb++pOq6hpAF1cYUrvCwsVqyTtZhyWFVRP445yZW2XY7/0dJqW1ujGpjRGAna1ay37SqWKgUOWHAYjk+KrLaymfp5NIeoQJLMkvbjlCug4YNGjgXQv21zQ+2uay5sylVnSW0eO7GMYymBjGMAYxjAGMYwBjGMAYxjAGMYwBlMfUttQOpsmkYLJJAgv2+B3SeW4BpTz/APXLnyn/AKh9D/V9QmUSNGyaeIqQPnc/kWLHx5B58/BjrqdIbS47oqrTS6lpV/5l1YkDc07cXVFub2/m/gHN9rOqTSqukaVXmhnaSSUnbGY0Fh9wQ8W5XizSqAPdQhaD0jG8oRtdo9tkDtyqzsedoVT5JO3i/NgXxe51PpqHTTKFkcMaCSSOGZrUoYRDtCSJs4KkqTu2izSm2jlTJyaMqmqT9Qi91Qqjxs9ux2p2VtxBIIoVQ5Pzi0mmMcyS9+I9iNt4SnDArTO21y4HsVqCN9vnnNR6g6EuoDSwj99STIgty9r3FpqtmZAzLIR+4BTHuA7pPQ+iNp1KR7TqZKDOBuCA/bQurV0JQcNI4DCo03OBC6cO7q49LqhbrPO7kcAsFlcUwIb77P58D5NZOodK6bFNtOplPJ3KtOB59hkCfmvywo35sbDoMWh3sBsftuA8rkN5Sdy/dLU3ELWVVVO/y3DmH1DVdKSZdkEjBT7tpIjFH/SWG7/FKePI8wHeehNHpk12n/TBdvYmbht10yKHsnkm2H+9/wAWzlVfTnUaebXI2nCgLpZRSrt2gTQqgIoc0H/P98tXCOk9lx3YxjGUwMYxgDGMYAxjGAMYxgDGMYAxjGAMqP170qLUdR1CTMyj9NF4kKcbmFn+k0a4YEc5bmUf9Whpx1F/1QYx9mMnb9wP7iir4Bvbz+DmZdDpB0pcd0ch0301o3n7X6/eb9qomwt48SEuhNXwLv8A3z19RdGsKwQxqQqNKgu7ACac0STz94/tVZz+hOj7o7wm7Xg8rfII8KARRo8E3+Pz1fUtJppEjaVwkMLOdrGruOBe29t3BxATtVSzBlr7twtanIn9Hhln0oZ22TuoqRQpI3sGQkeQ771ciwBvWQAOQc89a08kunGnSUmXtglmYfvIPY3uJ9u9lFsCRuFMdrK7QPU3VCmmANiSce0GrRCDZIAADduUrQ4DTSqK7ahYHSp3n0pEf/2nSkPGQBZUIEHBvdujXtMKIOzTgg210tj0nA/Z1YphRVGGwlgexrE27RzYZ1BFfJ/GQdZ1hmlDdqJWSl2dvkmwPcPJcn/z/bN70P1gGmjJikJYOXEYD+IX5QKA7UUQgyM2xVIsgArj1vrOQ6gGHTorDgb4yZzyTXB3CjdKLo/nLma0Idv9LHkHUCZoe00unbagoAbXisVdryCaPN+cuHKn9D6qWXX6dpYWhJgnbazAkbnQ/wBxwV4YA/xlsZlOzpPZcfkYxjKYGMYwBjGMAYxjAGMYwBjGMAYxjAGVR626kya3V7dPLPUMClUC0f8AqtRBNlTuP2qx9p44y18pT6jdZnh1+qGnUO7RxL43FAELFwvgkByeePyD4Maujcdpcd0cn0z1DLHqC0fS0BYH2pG6y0RfL7KF7SfsF0f75r/VfTZ9RLPqTAUZWgiMJpySYlu3UjjmP/Eg8EZk6X6m6i0wVC0jN/Q0Yo8Dj2qG8L8EeP75L6z1DUz6ad72M88QCISaMaxw/eSNu6TtmqsGM/BvLTOdm31hgl/UvLpHk/T3IzsQSVdnlPbYbLAt2o1XI5NXj6f2lngjj0wiE6mTcGj4VP3NrgRiRuRG1CUfH4zW6uGVZuppuZQYlBNVdRM6n8KhWOWO/jePHjIun0Mol0FufZCJ/adxAWR3KrXk7BGtXQr+Mos+9DibQyx6mQEnuTQSIm27tlGzwv3o1i621VZk6l6z1TTftr2wvCoVDNVg213ya/p4ANc+c9jozSqwWRS36+RRZIB4Nn2g7T7Wavx4yT1X071CSb3PERtCqd1IFHADAJd/3B5NX+Hs9RqdZ9O+rSz6/TieLtukMv5BbcI/dtIscL4585cmVD6E6U8HUYGlmMzSRTAsRXIEf8kng+T+Mt7Mquh0ltHjuxjGMpgYxjAGMYwBjGMAYxjAGMYwBjGMAZS3rbo00+u1smnmWNrSKip9w/TwswLj7RVf0m6rLpymPV3T0m1PUS+pkgAkiDFXCIV7CinB4Ibng/6cy3VG4bS47o5DoHpxe9tk16CQ+F08lufniRh7TV8bb8/g5rur6btvNpmYvANRvPP7h3BULMwFUCFNBRZX4yT0j07oJZdh1xavjZ2dx/KGT4/7aLXmL1LHHHrHiWNi63Ts554LUx53+SpY/IPJrm6tqK6mVS1ZjfXKW1rlS+87CeSXJ3Bhd8Cx/TVLx44yP06YiXTMQQYxW5i1Io32vmv6n/3A5z3vaRFdn2iK6LyWCW57VKGdvaONoIqroUc8rL+nc7QXO4EEHuGmWxICOPcOQfgE8WTV/wBbrfX9/smZE3p8LrNF+kYLLvZxDKSQtxlS7MPcCUBJBJq6+OfHUvT/AFCabdPGWezRMke1fml99KP44/zycjdFeWJ+6rxftunsBDE24UbghsAliDu5FnJPqLUzvKhfVICyK4WNjGI9wvbQP3cG9xvxz8Yimw6LJ9C9Nkh1ulWWZ5WEeovcbCkLCtLahqr/AFE+Pizlt5Sf0qjdeooj6gzqsEjI28uoB7Q9hPIFBePArj5y7MlU2bltHjuxjGMpgYxjAGMYwBjGMAYxjAGMYwBjGMAZ+ffqhp9ONfrO/wCf22TaAW3GFeCfIXmz/YefB/QWUv686lo4tZrRrIu57oCv7e4n/lwKDcbT55sXz+My90bj7suO6Kr6dBp5JVWWSSOMnlmANcEiwPyaX4q75yb+qvtxts7ABUKOWYUQOTR87fB+ObyZ0n1D0+OQ7tAAnjcW7zVZ52ScD4umuuLOeOq9UheaZoVKRbgWnVWsKwFjldyEv7Qa8fHi09ehmNIjxSIR2XSQqzDtrvAcMAQLYRsoBDmwQfC/gkmZZJtjCSNIysfsYAIFXYv3BtwoD3e29wJHOedU5UzPGzoI2VABuAU7GIWv+7ZJfx7QT5GSZ6Dhmldjpx++pD7zuYKOCAp5koi/t4+KzTm+ie3zJlSPvpbSRTzrFJEYnclrBfadoMpUWeCe3XP8/wBsl9a6JoVnCjVmIn71ZTJtbjgtxs/nfdHIvR9BHNq9NGpkWCUSsCCVk9kctgNzQtBXJ4Y3knVenNHppgmo1bBTyEWNi4Fig7IG8j/tBPxmVYddCxfp30uCHXx9gkg6aZr3E2O7Cobnjn3fbQ48DLXysPptpdOmtI0wQp+l4KkMKM/nfzZJBvk/aMs/ETc+i8hjGM0YGMYwBjGMAYxjAGMYwBjGMAYxjAGVH696rDp9ZqxqELpJHCdoTcGpHFNYoc/nj5+OLcylvqn3U6i0kcAmCRRFlK7xyZVW0vcRu548EA4pNqzcdpcd0cJ071JokmDydPQAfaUYMV8G+2QqMb+eK/8AcyNd1HTz/wDEZhu2uISVI5NRhF2+a/euyQeNv83y+j10SyK0sSvGKLKDRYfIs8WfzWbyoTp9XIVpXd7WzvWuy0Cg/gs8t+bCG6oXaRzNj1XW6etY0YBG+B2/qDAvCRyB8bZP/iAIsm/n/EYTqOoAcKydyxyGVY2BBFVyZF5r8/3zH1aPTCPWhG3r+2rMvBO1Ie2eKABkLAivCmqIsZdI+n/UOYwWjm08bMW2gbAAJkq63bAG/I2/zlolGqn6lE0GjAAVo+6j8Hj2Vdnght118mx+RkWebSGcskU3Z3A7dw3FeC18+T7vkVxm69J6/Squn7zRiotSJN9bbLx3fHO6IMtck+M8anrHT1nDQ6PcvBJLFQCObSOytXXB2/IrGatEKO++iZT9TqDEpVGiDKCKYLv4v4uj55uvJy4crX6b9Rjn1krxhhemj+5Sp/6sh+fPDLyLH4JHJsrMJ2dcTdcL0GMYymBjGMAYxjAGMYwBjGMAYxjAGMYwBlT+utXqU12pbSxJMVigUqz0QamYUte6txJWwSPHnLYykfXuu1a9R1iaQgswi9pXcaECWVs0CN48g3Y4q8jTexuO0uO6OT6d6onTU/u9NiMrnnZA6Tk8FiCSST4JsfPkDNtrVjeeeVfbrGeJ0gm2gsEiVdlElSXUycqTtteQQ2c70r1Z1FZQBum3GjGYxTeeLVQQRzVHg/B8Zteq6SaWcamVIYoiyOzSS/YBsGy9oYPx521/OWl10MEHqsks+sbsgMrxqYRYAsR79vNci5CR8UBk3/iOoH6WKWQJ2KfUU6kkxyVHFasbchVJXj7rJAzFrdTErjUwQahmilYbdwCrdHuEAOdr2yD+n7hxwCg1OwLel9+pWXcssj7rZ3jZVXZutuDd37yOBl3qPwBK6D1eJtW8rrGh7bLvAFR26FWlcL7mOzaGP9Tqv85rtb6o0xnDRaLTtED5eNd7eTuAravJuiCTXNfGw0/6mPTTCXTQaeFY25Q0w9hFkW+5t2zklSTVE/HLz9ZV5e6kUKjikCijQHn+D5I/k4WV6kehdX0x6rHqdXK8YYD9NGtMKIqaQ1Q4qmXxxlmZUn0dD/qp2eMxb4VdUIqlaQ1tHwOPwPjjLbzK8jribrhegxjGU5jGMYAxjGAMYxgDGMYAxjGAMYxgA5SvrL09+q6h1DZKYnj7BBHjmAXuHn4HII/z4y6sp36iwaRtbql1ThA0Wnb7tpNdyyAOXIpeKb448ZHelG47S47o4bpHpWQzhYNfp+4p3HtMXccfcFujyVB54s/ism+oOnwqGWeSfUPA4Ah3Kiu0gWQNSruUFWrcWsbH+ABmo6f6W0ks2wdQQixQ7ZjdiQKClzV81xZsePxt+r9CSDU90tI5XuHYXLySKmm04Atgbpnc/gCh5G3Lu6MGLpOuPbm/5dkWL995I5WjDMke8QrasQpphW48E+CbPjpnWZJpygWRV1iyii+/Yxj+LQcbU4Ar7vmszdPWSABUlMn7mqRoiwKzGNljUANwODuJUcrx8ZG0rpGUkim7rCTWKiR2BII4wI0NUSNrbvndurN1bb+Ows9endcOnS7J2lRPdaN7ttK3uAQcq322OCSLPBrDJ64kMweLTwjn2hkLyHkn7kK8n8AH/OT+lajT6eVpZJpJGE02nZ2DO9ARugJHub/o7bFj3nwDmvk9bbZy2l0sCqSP/u9src2bKNwSf7/5zD1exC2PpxqWl1czvE0TDTwjaxVvuklYkMpNi/8AP5APGWNlYfSvrH6jV6glNlQQrtJ3EU8hNkcfc5/9vHjLPzMdjrib/JeiGMYzRzGMYwBjGMAYxjAGMYwBjGMAYxjAByhPqwYF6lMdQshRoo/sq9+ylok0PtP/APvN9nKi9Xapxr9dth/UezTr27UWO2TtO4EEe+6onkUD8LpmkrT/AHqimNIdOXUTd0Rk+4rtJA/IBH/850E3R5wyzwymXawlVGLK1SBSoEngl4woI3KTRVd23Nx0TVbdSdvR5Iyb9ygkqBR4EipGDaCqK8+LJo6/6g6uSOZJE3RsWkXadp9va0p2MAWRhuZrFsD/ALYza0YoldR6jKIu9pY0ZACsit3BLEV+5SiSKo2A0wCjgFq2kVI6D1bUTr3J1CqeIgm9ZGJJbeqtJtKimong7WJO1HI+9O1OreGSTsxjUVtVg6/FmpBdoV4AUtYbaNqrvzz1bUaxdOrBUfUH/q7SHYWbBRQSrcLH+RaWqkRqyLLRqNR6XO5pUO6S3l7cSAIBvVu3HuYPwHBAKLuUDbdi9cdTqZdUezCUlBB2BaZNtUWLVtA2jk0M6D0DLINPJJGvdkMkx2s5UOSumslzYBuzz5vn8j6ep9Yea1hrbX7ZVNn5+5msn4NN/tlU2tEKR230i0ssWv1SzlTI0SyMR4Jdw5I4Hy5/z/725lSfTfUyf8WmSUIGOm47ZLIQHiNqzAEi3byOORzVm28xF2dcVarheiGMYzRyGMYwBjGMAYxjAGMYwBjGMAYxjAByhfqBq5R1TWdnUiGxHuJ2ge2GPgMQSGs8bSLP9svrPzp6jZZup66Yj9uNpVHj3OIjFQBIs+TQs8r+clpPU3H3Zcd0aD0/1PXNqEEepV2b2gSyEowokA2eDV0bBJNXZrJWu9ZRue72y04LbFAIVGIVSyyb9wDBE4VVcUQHXycGg6AZIo4Ru3GUGSRfdtCwyFkWjt9lqLv7mrxWRdf0m9fMiIAic7aHA7YYCvk15/n++apN0Y1J3qPqzwRLCZQ8z2XdeAijchWMDhV4Krto0HNDuDPXRepyaqNlVwNUlENxtkQ0CJF8FSwG7igSr0P3WaX6V6lqp+7u7TCMMVZwVLzHdQ9rAWzG2atx+TZvIcHX9ZPHLVRiIA+wHh1YVxIzBSOPt2+L8jCVuiNnrpvrRuBFEBO9i3bdHZCncRQdmOxRbuxAXktZzFppepLrdglLT79pQyAx352lNwAAFkVX8ZrOk9BeTSTahQ1xle3R5YDcJKH8KQb8+0j5zJoulL+njfawcv3LG4DtB+2QPwQR3NwsgfHBwqGpYP0w6r3urrJJQLwMiAChuCo5FfyFkb+LIy88oX6YaFh1faoNQmUm/wDRskjUk1874zfzeX1mI9a+J3xt1wvQYxjNHEYxjAGMYwBjGMAYxjAGMYwBjGMAZ+eutdAb9SkLq+6GfUFjteikjF1kL1sAKqou/LD8HP0LnzHWy3pR+YP+HLFoJh3I45mkMgVpFR6RtqqLNk7A5Fed/GQOp6OWKKGSKV9zpsYo5F7mNKzA0fKki7G7ngDP1dmA6CI8mOPn/tH/APWVOrIfnL1ZotTAmm7M8oUKsMhSVlBcDhyA1cgNz/AH94Wv6dqUkhijlkVdUsYe2o8jkkH5C7h+Tt/7qz9HzendIxttLp2P5MSE/n/TmIeldCOBo9LX/wCRH/8ALhNpUWkygPWEU8E8aQvLHBKoXaG2opUUwAHAGzafizfGYh0bUDVxw+/tsoLLtA2xsCXX3D57jjjyS34z9Bp6T0IutHpRfmoI/wD5cyaf01o0+zSaZf8A0woP/C5E6VEaRwf000jr1LWsSxUxxmyTxuNhT/Yq9DxtqqBrLRzFptMkY2xoqL5pQFH+wzLkSordjGMZSDGMYAxjGAMYxgH/2Q==
Definition
Warm only at funerals , celebrations , or important events
Supporting users have an ad free experience!