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Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf_chunk_100
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Writing in Slaves in the Family, Edward Ball details the arrival, in 1736, of a young woman in South Carolina. She had been sold as a slave in WestCentral Africa and would be sold again once she arrived at Charleston. She was bought by the Ball Family, owners of the Comingtee plantation, where she came to be known as Angola Amy. She served the Ball family for more than fifty years until 1790, when she died, having given birth to seven children. Her descendants became the single largest clan on Ball's rice plantations. ${ }^{1}$ Angola Amy's movements reflect the larger flow of human beings, beliefs, and histories, traveling from West-Central Africa, across Atlantic waters, to the rice, indigo, and cotton plantations of the Lowcountry region of Georgia and South Carolina. More than a century earlier, in 1619, West-Central Africans had been among the first shipments of Africans to arrive in British North America. Later, West-Central African traditions of warfare and battle proved critical in the Stono slave uprising of 1739. ${ }^{2}$ Indeed, the culture, customs
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Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf
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Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf_chunk_101
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, West-Central African traditions of warfare and battle proved critical in the Stono slave uprising of 1739. ${ }^{2}$ Indeed, the culture, customs, and language of West-Central Africa have left indelible marks on the lives and cultures of the Lowcountry region in particular and throughout the Americas in general. ${ }^{3}$
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Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf
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Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf_chunk_102
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As illustrated in table 1, West-Central Africans constituted the single largest ethnic cohort of all Africans imported into the Lowcountry. But they were far from alone. The cultural landscape of the Lowcountry included West Africans from various regions, especially Senegambia and Sierra Leone. This book focuses on the role West-Central Africans played in the development of Lowcountry culture, but this should not be read to mean that other regions did not play critically important parts in that culture. The geographical origins of enslaved Africans in the Lowcountry were varied, even if governed by certain trends and identifiable tendencies. The culture
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Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf
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Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf_chunk_103
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of enslaved Africans in the region drew upon a wellspring of cultural influences and factors derived from African, Native American, and European elements, each one affecting the others. Enslaved Africans found, among their neighbors, British colonists, a diverse group of Africans, both slave and free, Spanish settlers in Florida, and Native Americans with whom they occasionally sought refuge. Thus identity formation among slaves in the region was a dynamic process, with each constituent group participating in the composition of slave culture in the region.
Table 1. Number of Africans from various regions imported to the Low-country in various periods
| Region of origin | $1700-1740$ | $1741-1787$ | $1788-1808$ | $1700-1808$ |
| :-- | --: | --: | --: | --: |
| Benin | 0 | 1,875 | 652 | 2,509 |
| Biafra | 2,619 | 6,745 | 2,135 | 11,499 |
| Gold Coast | 385 | 10,841 | 5,842 | 17,068 |
| Kongo-Angola | 10,375 | 12,609 | 26,667 | 49,651 |
| Senegambia | 2,440 | 18,872 | 3,087 | 24,399 |
| Sierra Leone | 0 | 10,393 | 6,764 | 17,157 |
| Southeast Africa | 0 | 239 | 473 | 712 |
| Windward Coast | 62 | 8,366 | 4,829 | 13,257 |
| Unknown | 12,780 | 7,845 | 15,062 | 35,687 |
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Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf
|
Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf_chunk_104
|
| Sierra Leone | 0 | 10,393 | 6,764 | 17,157 |
| Southeast Africa | 0 | 239 | 473 | 712 |
| Windward Coast | 62 | 8,366 | 4,829 | 13,257 |
| Unknown | 12,780 | 7,845 | 15,062 | 35,687 |
| Total | 28,661 | 77,767 | 65,511 | 171,939 |
Source: Data from David Eltis, Stephen Brehendt, David Richardson, and Herbert Klein, eds., The Trans-Atlantic Slave Trade: A Database on CD-ROM (New York: Cambridge, 1999).
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Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf
|
Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf_chunk_105
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Source: Data from David Eltis, Stephen Brehendt, David Richardson, and Herbert Klein, eds., The Trans-Atlantic Slave Trade: A Database on CD-ROM (New York: Cambridge, 1999).
The Kongolese presence in the region should not be regarded as hermetic in anyway. Neither should black culture in the region be perceived as exclusively Kongolese. As Maureen Warner-Lewis argues in another context, "In respect of certain practices, one is dealing with mutual reinforcement in [the New World] of certain widespread African cultural morphologies." ${ }^{4}$ This is true all the more in light of cultural variation within Africa itself, not to mention its diaspora. In this sense, any given cultural practice likely took various forms both on the continent as well as in the diaspora. Certain aspects of African religious and spiritual culture were broad and general enough to be understood and elaborated by enslaved Africans from various regions. As some have argued, slave culture most
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Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf
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Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf_chunk_106
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probably relied on these commonalities in the creation of slave culture. ${ }^{5}$ To acknowledge this level of cultural interaction does not detract from the singular contributions that West-Central Africans made to the religious and cultural landscape of the Lowcountry. Indeed, a broad sense of the varied elements that composed the cultural landscape of the Lowcountry highlights all the more the particular and significant contributions of West-Central Africans.
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Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf
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Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf_chunk_107
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# Kongo
From the mid-fifteenth century until the mid-seventeenth century, Kongo held sway over much of West-Central Africa, with zones of influence that extended from the north in the Bateke plateau southward to Benguela. Though the formal boundaries of the nation shifted between the fifteenth and seventeenth centuries, the general outline of the kingdom followed the Atlantic Coast in the west, the Congo River to the north, the Kwango River to the East, and the Loje River to the south (see map 1). Beyond its formal boundaries, Kongo dominated many outlying areas and smaller kingdoms by levying tribute and extending its territorial claims.
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Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf
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Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf_chunk_108
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John Thornton has detailed the basic structural division of the kingdom into two sectors: the town (mbanza) and the countryside (lubata). Each of the two sectors operated a complete social system with its own systems of production, distribution, and exchange; its own structure of status and power; and its own means of control and continuity. In addition, each sector had its own economy and was thus affected by different economic factors. In the countryside, kinship networks regulated peasant production from which local rulers collected rent, passing the surplus on to the royal bureaucracy at Mbanza Kongo, capital of the kingdom. In the towns most production rested on slave labor to the benefit of landlords, who used the surplus as a source of wealth and luxury. ${ }^{6}$
Even as the two sectors were motivated by their own internal forces, they were also interwoven into a single, noble directed centralized system replete with a national tax, extensive markets, international trade, and fully developed monetary system. Kinship ties, both marital and lineal,
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Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf
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Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf_chunk_109
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connected one village to the next in the rural sector, and the same manner of connection linked the royal and noble sectors of the town. The town centers and the outlying rural areas were also connected by shared customs, cultures, language, and cosmological conceptions. ${ }^{7}$
Kongo was highly centralized, the king occupying the highest position atop a large redistributive network from which matters political, economic, religious, and social originated. From his ritual throne, the king oversaw the functioning of lesser priestly chiefdoms and a network of lineage descent groups that formed the bureaucracy of the nation. He appointed governors (often related either through lineage or marriage) who served both at the town centers as well as in provincial regions. Because noble status was not inherited, the king also appointed, dismissed, or relocated officials in order to prevent them from building oppositional factions and parties. ${ }^{8}$
The Kongo kingdom and bordering states in the sixteenth century Adapted from General History of Africa, vol. 5, abridged ed., ed. B. A. Ogot (Berkeley: University of California Press, 1999), 274.
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Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf
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Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf_chunk_110
|
The Kongo kingdom and bordering states in the sixteenth century Adapted from General History of Africa, vol. 5, abridged ed., ed. B. A. Ogot (Berkeley: University of California Press, 1999), 274.
Kongo ideologies of kingship maintained that all power and authority in this world derived from the otherworld. ${ }^{9}$ Power was justified through access to the spiritual realm, and only those with special spiritual access were qualified for leadership. Kongolese subjects addressed the king as a sacred being due to his supreme ritual access to otherworldly power. Ceremonies
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Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf
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Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf_chunk_111
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and rituals of royal investiture expressed and solidified this sacredness. Only the king's divine access to the spirit world ensured Kongo's bounty, rain, and prosperity. Through the king, royal officials enjoyed that access to otherworldly powers necessary for the justification of their own authority. In addition to affording spiritual gifts, the king also dispersed material gifts to his nobility and a centralized monetary system rendered noblemen incumbent upon the king for the varied luxuries of noble life. Thus a small priestly bureaucracy under the authority of a sacred king resided at Mbanza Kongo. The nobility, except those who served as the provincial governors of rural regions, typically lived in urban centers. This bureaucracy collected rents, enforced the rule of law, and managed life in town centers as well as in outlying village settlements. Like noble status, the throne was not inherited. Instead, a royal council elected the king from a set of noblemen, each with his own claims to the throne based on lineage, marriage, and status. Because they were connected by marriage and lineage, the nobility formed a cohesive social unit
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{
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Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf
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Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf_chunk_112
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, each with his own claims to the throne based on lineage, marriage, and status. Because they were connected by marriage and lineage, the nobility formed a cohesive social unit, though competition and aggression marked the relationship between various noble families, especially in cases of royal succession. $\underline{10}$
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Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf
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Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf_chunk_113
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As for social organization, three well-defined social strata existed: nobility, villagers, and slaves. War captives made up the latter group, though not all slaves were subject to the transatlantic slave trade. Instead, the Kongolese drew distinctions between domestic slaves and trade slaves, the former being attached to noble houses or Catholic missions. ${ }^{11}$ Domestic slaves were not subject to export and generally resided within their own clans. They could be liberated over time and they often came to be regarded as family members. Trade slaves, on the other hand, were acquired through wars or at market and were subject to sale and export. In fact, many used slaves as a form of currency, a mobile and easily transferable unit to be traded for goods and services. $\underline{12}$
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In its earliest development, the trade in slaves between Kongo and Portugal remained modest. Portuguese traders procured relatively few captives during the late fifteenth and early sixteenth centuries. For Kongo's King Afonso, these slaves were legally captured and could be used rightfully for monetary exchange. Afonso monopolized the commodity exchange with the Portuguese, effectively locking other titleholders and
provincial lords out of the trade. As a result, Afonso's inferiors (royal officials and lords) depended on the monarch for Western trade goods. For their part, Portuguese traders, few in number in Kongo at this point, depended on Afonso to supply slaves. ${ }^{13}$
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Beginning in the sixteenth century, the Atlantic slave trade became an increasingly important function for Kongo's government. Steadily increasing demand from New World plantations along with the growing influence of European merchants in the body politic and commercial in Kongo rendered ultimate control of the trade difficult for Afonso. Individual Kongo traders in the town center as well as in the provincial areas circumvented the king by providing slaves directly to the Portuguese, thereby securing better terms than had been possible under Afonso's monopoly. The direct trade between Portuguese and Kongo traders threatened Afonso's centralized network and weakened his position. Without a royal monopoly, slave raiding in Kongo's outlying areas increased unchecked, a matter of great concern for the monarch.
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As the volume of the trade increased, and when African traders illegally captured and sold members of his own family along with other nobles to Portuguese merchants, Afonso vociferously opposed the Atlantic trade. In a 1526 letter to Portuguese heads of state, Afonso railed against Portuguese traders in the region, noting their brutality and licentiousness. He attempted to make the trade illegal in Kongo and expressed his conviction that as far as the Luso-Kongo trade was concerned, Kongo had need only of priests, teachers for the schools, and materials necessary for sacraments. ${ }^{14}$ Afonso's words fell on deafears, however, and the trade imposed itself to an even greater degree in the country. Eventually, Afonso redoubled his efforts to develop a royal monopoly over the trade. He appointed a council comprised of several members of the nobility whose purpose was to assure that all slaves sold to Portuguese traders were legally captured and rightfully subject to sale. ${ }^{15}$ Afonso's council proved ineffective in preventing the escalation of illicit commerce, however
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, however, and Portuguese traders showed themselves adept at evading the council and its officers. Throughout the sixteenth century and certainly well into the seventeenth, Kongo kings wrote to papal authorities as well as to European heads of state in unsuccessful attempts to rectify the harmful effects of the slave trade. ${ }^{16}$ In
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the end, the trade in slaves perverted indigenous forms of forced labor, causing the transport of hundreds of thousands westward to the Americas. ${ }^{17}$
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The high demand for labor on American plantations during the seventeenth and eighteenth centuries had the overall effect in Kongo of exacerbating the social and economic differences between the nobility who were enriched by the trade and the villagers and slaves who were its victims. European traders, missionaries, and officials, first Portuguese and Dutch, then English and French, allied themselves with leading clans in the country, which came to form what may be termed militaristic-political parties competing not only for influence at royal court but also for access to profits garnered from the slave trade. They established factories along the coast from which they negotiated terms and secured captives. ${ }^{18}$ Military and political alliances shifted throughout the period as Kongolese traders, including many from Kongo's lesser nobility, played the various powers off of one another. These developments played an important role in the gradual decentralization and reorganization of Kongo's political and social structure, especially during the second half of the seventeenth century.
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In the end, the Kongo throne failed to maintain its stance at the top of the redistributive network. Foreign invasions from Kongo's eastern boundary, civil war, succession battles, and outside pressure from European interests, especially the Portuguese, who established colonies south of Kongo in Angola, led the country into a period of prolonged war in the midseventeenth century that left the capital abandoned. The slave trade contributed greatly to the decentralization of the Kongo state, and the national interest of the country, as it were, ceased to exist throughout much of the eighteenth century. ${ }^{19}$ Instead, local and regional factions emerged and competed with each other for wealth, prestige, and power. ${ }^{20}$ The control of caravan routes, markets, access to foreigners, and the circulation of prestige goods such as slaves and ivory created intense and violent conflict. Slave exports rose throughout the eighteenth century and remained high until the mid-nineteenth century.
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While the Portuguese controlled the southern port at Luanda, British traders, who entered the fray in West-Central Africa relatively late, focused their attention northward at Loango, where, between 1660 and 1793, an estimated one million slaves were sent to varied New World locations. ${ }^{21}$
Competition escalated throughout the period as other ports, including Malemba, Boma, Cabinda, Cape Lopez, and the Gabon Estuary, entered the trade. The slave trade became formalized during the seventeenth and eighteenth centuries such that trade networks extending well into the WestCentral African interior were supported by well-established pricing structures and professional traders. Closer to the coast, existing legal and political systems were perverted in order to maximize the number of captives available for sale and transport, and raiding and kidnapping occurred on the slaving edge.
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# West-Central Africa in the Lowcountry
The importation of West-Central African captives into the Lowcountry began in earnest during the eighteenth century and continued not only until the end of legal trading in 1808 but also through the nineteenth century via illegal slaving. The importation rates for captive Africans during this period reveal periodic shifts in volume and concentration. Thus while the aggregate numbers and percentages of enslaved Africans into the region for the entire era of slaving are important, the historical exigencies of that trade -its waves, peaks, and flow-is perhaps best understood by dividing the trade into three successive periods.
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Slave importation into the Lowcountry during the early period, 17001740, coincided with the initial settlement of the region. The earliest settlers in the Lowcountry arrived from Barbados and Jamaica and included planters who wanted to establish West Indian-style plantation slavery in British North America. To begin the work of clearing lands and planting fields, these planters brought their slaves from the Caribbean. Direct importation from Africa began in the early eighteenth century and increased during the 1720s and 1730s. During this early period, West-Central Africans predominated among Lowcountry slaves as British traders established themselves along the coast of West-Central Africa, providing a steady supply of captive Africans (see table 1). Indeed, English slaving vessels delivered more West-Central Africans to the Lowcountry than to any other
American locale, including Jamaica and Barbados, during the second quarter of the eighteenth century. $\underline{22}$
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Charleston served as the primary port for all Africans brought to the Lowcountry, and an estimated 60 percent of Charleston's African imports during the 1720s and 1730s were from Kongo's Cabinda port. ${ }^{23}$ This trend continued during the 1730s and 1740s, when nearly half of all imports into South Carolina originated from West-Central Africa. The 1730s and 1740s witnessed tremendous importation of labor from Africa coupled with little natural increase. As a result, by 1739 less than half of South Carolina's black population had been in the New World for more than ten years. ${ }^{24}$ Moreover, the five-year period between 1735 and 1740 witnessed an astonishing predominance of West-Central African importation, with 70 percent of all African imports into the Lowcountry coming from that region. ${ }^{25}$ Enslaved Africans in the Lowcountry achieved an early numerical majority in South Carolina, and by 1740 the black population was roughly twice the size of the white population. ${ }^{26}$ The effect of the increasing numbers of Africans in the region can be surmised by a statement made by Samuel Dyssli, a Swiss settler
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, a Swiss settler, who suggested in 1737 that Carolina "looks more like a negro country than like a country settled by white people." 27
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During the middle period of African importation into the region, 17411787, planters came to rue the high concentration of West-Central Africans among South Carolina's slave population. This period began soon after the 1739 Stono Rebellion, which erupted only twenty miles from the commercial and political capital at Charleston. When colonial officials discovered that the leadership and much of the membership of the rebellion featured West-Central Africans, they deemed it prudent to reduce the numbers of Africans in the colony and levied a series of duties to decrease the numbers of direct imports from Africa. ${ }^{28}$ These measures, however, enjoyed only mixed success. African importation into the region slowed considerably for approximately ten years, but the trade resumed during the 1750s, when rice production exploded and indigo plantations emerged. Margaret Washington and Peter Wood argue effectively that during the middle period of slave importation, South Carolina's planters drew on a more diverse group of Africans, especially those from Senegambia and Sierra Leone, whose experience with rice cultivation proved critical in the
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production of South Carolina's first cash crop. Planters increasingly expressed preferences for Africans from the rice-producing regions of West Africa. At the same time, they expressed uneasiness regarding the importation of West-Central Africans, due in no small measure to the fearful memories many planters held of the Stono uprising.
Indeed, during this period, Senegambians comprised nearly 27 percent of all Africans of known origin imported into the Lowcountry (see table 2). Moreover, captives from Sierra Leone and the Gold Coast were also well represented among the colony's enslaved population during the second half of the eighteenth century. While Africans from rice-producing regions were desired for their productive capacities, they contributed much to the cultural and social landscape of the Lowcountry. For example, Margaret Washington detailed the special role West Africans played in the early spread of Baptist theology and conversion in the region. ${ }^{29}$
Table 2. Percentage of Africans from various regions imported to the Low-country in various periods
| Region of origin | $1700-1740$ | $1741-1787$ | $1788-1808$ | $1700-1808$ |
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Table 2. Percentage of Africans from various regions imported to the Low-country in various periods
| Region of origin | $1700-1740$ | $1741-1787$ | $1788-1808$ | $1700-1808$ |
| --- | --- | --- | --- | --- |
| Benin | | | | |
| \% of all imported Africans | 0.00 | 2.39 | 1.00 | 1.46 |
| \% of imported Africans of known origin | 0.00 | 2.66 | 1.29 | 2.49 |
| Biafra | | | | |
| \% of all imported Africans | 9.14 | 8.67 | 3.26 | 6.69 |
| \% of imported Africans of known origin | 16.49 | 9.65 | 4.32 | 11.43 |
| Gold Coast | | | | |
| \% of all imported Africans | 1.34 | 13.94 | 8.92 | 9.93 |
| \% of imported Africans of known origin | 2.42 | 15.50 | 11.98 | 16.97 |
| Kongo-Angola | | | | |
| \% of all imported Africans | 36.20 | 16.21 | 40.71 | 28.88 |
| \% of imported Africans of known origin | 65.33 | 18.03 | 52.86 | 49.37 |
| Senegambia | | | | |
| :-- | :-- | :--: | :--: | :--: |
| \% of all imported Africans | 8.51 | 24.27 | 4.71 | 14.19 |
| \% of imported Africans of known origin | 15.36 | 26.99 | 6.12 | 24.26 |
| Sierra Leone | | | | |
| \% of all imported Africans | 0.00 | 13.36 | 10.32 | 9.98 |
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| \% of imported Africans of known origin | 15.36 | 26.99 | 6.12 | 24.26 |
| Sierra Leone | | | | |
| \% of all imported Africans | 0.00 | 13.36 | 10.32 | 9.98 |
| \% of imported Africans of known origin | 0.00 | 14.86 | 13.41 | 17.06 |
| Southeast Africa | | | | |
| \% of all imported Africans | 0.00 | 0.31 | 0.72 | 0.41 |
| \% of imported Africans of known origin | 0.00 | 0.34 | 0.94 | 0.71 |
| Windward Coast | | | | |
| \% of all imported Africans | 0.22 | 10.76 | 7.37 | 9.98 |
| \% of imported Africans of known origin | 0.39 | 11.96 | 9.57 | 13.18 |
| Unknown | | | | |
| \% of all imported Africans | 44.59 | 10.09 | 22.99 | 26.19 |
Source: Data from David Eltis, Stephen Brehendt, David Richardson, and Herbert Klein, eds., The Trans-Atlantic Slave Trade: A Database on CD-ROM (New York: Cambridge, 1999).
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Source: Data from David Eltis, Stephen Brehendt, David Richardson, and Herbert Klein, eds., The Trans-Atlantic Slave Trade: A Database on CD-ROM (New York: Cambridge, 1999).
Planters were not able to rid themselves entirely of enslaved Africans from the Kongo-Angola region, who constituted a sizable minority during the middle period, though the actual number of Kongolese captives imported during the period decreased significantly. Because of the early demographic dominance of West-Central Africans, neither the increased importation of Africans from Senegambia and Sierra Leone nor the planters' reticence about importing Kongo-Angolans eliminated the WestCentral African contingent, which remained the single largest geographical cohort among all slaves in the Lowcountry. 30
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During the late period of slave importation, 1787-1808, planters once again increased slave importation in response to the introduction of largescale production of short-staple cotton in the late eighteenth and early nineteenth century, and Kongo-Angola emerged, once again, as the primary source for enslaved Africans. During the first decade of the nineteenth century, one-third of all enslaved Africans brought to the Lowcountry came from West-Central Africa. ${ }^{31}$ During the three-year stretch from 1804 to 1807, more than half of the slaves imported into South Carolina were from the Kongo-Angola region. ${ }^{32}$ Nearly 40 percent of Africans enslaved and brought to South Carolina between 1733 and 1807 came from KongoAngola. ${ }^{33}$ While the actual numbers of enslaved Africans imported into the
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Lowcountry during the period of illegal slave trading is difficult to assess, many of the captives taken during this period were West-Central Africans. ${ }^{34}$ In 1858, the slave ship Wanderer took on a cargo in West-Central Africa of five hundred captives. The four hundred survivors of the trip arrived in Georgia and made their owner, Charles Lamar, quite a profit. Though Lamar was arrested for carrying and selling his illicit shipment, he was eventually acquitted of all charges due to the reluctance of an all-white jury to convict one of their own. Lamar subsequently repurchased the Wanderer at public auction and resumed his slave-trading ventures until his death during the Civil War. ${ }^{35}$
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West-Central Africans constituted a demographic majority in the Lowcountry throughout the period of legal slaving. Though this majority was especially pronounced in the early period and the late period of slave trading, Kongolese captives were still well represented during the middle period, despite slaveholders' stated preferences for Africans from the riceproducing regions of West Africa. But demography does not, in itself, resolve the critical questions related to cultural formation. As units of historical analysis, demography and culture are not coterminous. One may not reduce cultural formation to a mere matter of percentages, deducing, for example, that because West-Central Africans constituted nearly one-third of all Africans shipped to the Lowcountry, they therefore contributed one-third of the cultural elements and practices exhibited in Lowcountry black culture. While demography is critically important, this study situates it within a larger discussion of the subtle and elusive nature of culture and identity formation for slaves in the antebellum period. ${ }^{36}$
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Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf_chunk_134
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# The Lowcountry
The country into which African captives were brought was incredibly rich and diverse, a point to which early observers made extensive reference. Francis Asbury, noted Methodist minister, observed the oaks, palmettos, and junipers that dotted the landscape and was awe struck by the "beautiful deep sands ... lofty pines and twining Jessamine flinging its odours far and
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Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf
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Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf_chunk_135
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wide. ${ }^{37}$ The Georgia and Carolina coastal plain comprises a region of lowlying pineland that runs parallel to the beaches of the Atlantic Coast. As one approaches the coast from these woodlands, the Lowcountry emerges, bound on the north by Georgetown, South Carolina, with its deep swampy region, through Port Royal and St. Helena, down through Savannah to Brunswick, Georgia, in the south (see map 2). A maze of rivers and streams cut into and across the coastline, which over the course of time have carved out a set of islands that lie just off the coast proper. Harvesting the famed "sea-island" cotton produced in the region, and before that, extensive rice fields, Lowcountry planters-some of the wealthiest planters of the antebellum period-called this region home. Rice production required intensive labor and, subsequently, a relatively large number of workers such that even the more modest rice plantations claimed upward of thirty slaves. Larger estates often housed hundreds of bondsmen.
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Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf
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Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf_chunk_136
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Rice production, Carolina's first cash crop, flourished in the swampy regions of the Lowcountry, but planters preferred to take up residence in nearby urban centers, considering it essential to their health, especially during the summer, as a protection against miasma-the environmental condition thought to cause malaria. ${ }^{38}$ As noted above, Charleston and Savannah served as the commercial centers of these plantations and imported enslaved Africans throughout the period of slavery. 39
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Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf
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Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf_chunk_137
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The consistent presence of a black majority, the continual and extended importation of captive men and women from Africa and the Caribbean, and the geographic isolation of the Sea Islands have led some scholars to render a portrait of the Lowcountry as unique in comparison to other areas in the American South. ${ }^{40}$ Writing in Rehearsal for Reconstruction, Willie Lee Rose notes that the "special peculiarities of topography and climate had served over the years to isolate the island country from the mainland. ${ }^{341}$ Some scholars regarded this isolation as something greater than a matter of mere topography and climate. Well into the twentieth century, the Lowcountry was regarded by some as not only separated from the mainland by a crosshatch of rivers and streams but also isolated in time, stuck somewhere in a yesteryear of antebellum mansions, wealth, and leisure. Writing in 1940, Mason Crum noted: "About these modest islands there is a serene beauty almost beyond description. One who visits them with a view
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Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf
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Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf_chunk_138
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to finding sophisticated pleasures or, indeed, anything modern meets nothing but disappointment. No signs of progress are evident. The islands are like lavender and old lace; and he who does not love old things and the mellowing process of time should not visit them. The Carolina Sea Islands are backward looking; they have no interest in the future." 42
The Lowcountry region of Georgia and South Carolina Adapted from William Politzer, The Gullah People and Their African Heritage (Athens: University of Georgia Press, 1999), 5.
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}
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Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf
|
Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf_chunk_139
|
The Lowcountry region of Georgia and South Carolina Adapted from William Politzer, The Gullah People and Their African Heritage (Athens: University of Georgia Press, 1999), 5.
When, in the early twentieth century, the study of black culture, folklore, and language enjoyed increasing popularity among academics, some anthropologists, historians, linguists, and others, approached the Lowcountry as a "laboratory" in which black men and women-former slaves and their descendants - could be studied in a presumed natural and pure state. Indeed, some considered blacks part of the natural environment of the region. As one observer noted, "[The Negro] is authentic Southern atmosphere." ${ }^{43}$ Even more, some interested researchers deemed Lowcountry blacks less diluted, assimilated, and acculturated than blacks elsewhere in the country. They were perceived as more African, more authentically and genuinely black. C. R. Tiedman, when writing in the 1930s about the Lowcountry for the WPA, concluded:
|
{
"Header 1": "The Lowcountry",
"Header 2": null,
"Header 3": null,
"image_references": [],
"images_base64": [],
"start_index": 3320
}
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The isolation of these sea island plantations in a great measure helped to preserve the characteristics that mark the Gullah Negro so indelibly as a group apart from all others. They lived together, segregated in their own quarters, seldom if ever coming into contact with any one beyond the plantation overseer and the family to whom they belonged. Thus, their whole body of traditions, superstitions, language and mental background were handed down practically unchanged.... [They] are easily distinguishable from Negroes of any other locality, not only by their speech but they retain to a marked degree the character of their origin, being a picturesque type of rather low mentality ... steeped in the art of black magic and superstitions practiced by their ancestors ... untouched by a changing world." ${ }^{44}$
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{
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The notion that Lowcountry blacks represented perfect anthropological subjects, frozen in time, led to a concern for documenting these "authentic plantation Negroes" and their way of life. Folklorists transcribed tales, enthnograhers recorded spirituals, and linguists transliterated Gullah-a newly defined language. Indeed, the very term "Gullah" has been the source of considerable debate for historians, folklorists, linguists, and anthropologists interested in black culture in the Lowcountry. For some, "Gullah" is an abbreviated form of "Angola," which would be consistent with the import data of enslaved Africans. For others, the term refers to the Gola tribe of the Windward Coast, a notion more consistent with planters'
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{
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expressed preference for slaves from rice-producing regions. $\frac{45}{}$ The debates related to the term's origin are critical because they may be wielded to both validate and invalidate claims regarding black culture in the region. For present purposes, I am less interested in etymological debates and more inclined to suggest that both sources-Gola and Angola-contributed to the development of "Gullah." This stance is consistent with the fact that Gullah vocabulary and syntax includes elements from various West African locales, from Senegambia in the North southward into Kongo-Angola. 46
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{
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Many of the early studies of the region were attended by a sense of urgency and a concern with preserving a cultural heritage presumably on the verge of collapse under the impending weight of modernity. 47 Dubose Heyward, who wrote extensively on black culture in the Lowcountry, lamented what he saw as an inevitable cultural loss: "And the plantation Negro, too, will pass. The rhythm of our National life, so alien to him at first, will eventually possess him.... For the Negro in the mass, the call of the city has already been heeded. The migration has commenced. The old, uncomplicated pattern of life is broken. The forces of advancement are at work and will prove irresistible. They will be taken from our fields, fired with ambition, and fed to the machines of our glittering new civilization." 48 Indeed, the very pace at which these changes were being wrought shocked some observers, who felt that the progress of a thousand years had been collapsed into a few generations. One observer noted
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{
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, the very pace at which these changes were being wrought shocked some observers, who felt that the progress of a thousand years had been collapsed into a few generations. One observer noted, "We catch glimpses of a transit in three generations from unlettered superstition to responsive and discriminating play of intelligence. We watch the shift from conjuror and charms to island doctor and nurse and clinic." 49
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{
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Some recent scholarship has complicated our understanding of Gullah culture as distinct and unique. In contradistinction to the image of the Lowcountry in general and the Sea Islands in particular as isolated, Ras Michael Brown argues that the extensive network of streams and rivers that ran through the region "united the entire seaboard into a single, cohesive realm." ${ }^{50}$ In fact, most aspects of life in the Lowcountry were oriented toward the waterways that fed the Atlantic and linked every planter to the bustling ports of Charleston and Savannah. Extensive roadways connected plantations by land, and even failing access to roads, slaves proved adept at
traveling through the dense woods that separated the seaboard from the interior. $\underline{51}$
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{
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Ironically, many of the anthropologists, historians, folklorists, and ethnographers who recorded the lives and cultures of blacks in the Lowcountry depended on the special and unique character of the region to bolster the importance of their own scholarly work. The question of the singular authenticity of the Lowcountry was certainly an important matter for E. C. L. Adams, a well-known physician turned folklorist whose collections of black folklore contains some of the richest material yet transcribed. Much in the antebellum plantation tradition, Adams often entertained guests in his home with varied sorts of "Negro entertainment," performed not by professionals but by "local blacks who knew how to put on an unprettified Congaree show." $\underline{52}$ One reviewer of Adams's first collection of black folklore, Congaree Sketches, makes clear the importance of authenticity, noting that "here we have, at last ... etched with dry point and to the palpitating life, the real Negro of the field and swamp. He is not the made up Negro, the masqueraded and synthetic Negro." For this reviewer, blacks, as presented by Adams, could be easily differentiated from other
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{
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, the real Negro of the field and swamp. He is not the made up Negro, the masqueraded and synthetic Negro." For this reviewer, blacks, as presented by Adams, could be easily differentiated from other, presumably "synthetic" types often described in the collections of other folklorists. Adams's Negro was
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{
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not the Negro of the Black Border, the Gullah; nor the Negro of Harris, nor of Julia Peterkin, nor of Dubose Heyward. To see him one must plunge into the slime and mud of the Congaree Swamps, or creep about their tangled edges, and then know what to look for-the Negro brutalized into a semi-civilization yet not purged of his African inheritance of voodoo and fetish and cunjuh. Let this Negro forget, as he would in a week, his little scrappy English speech, and throw him back into the Kongo jungles - and he would hardly know he had ever left them. He is still a portion of Africa, torn from her side, the flesh still dripping with dark blood. $\underline{53}$
Julia Peterkin, a well-known southern writer, won fame for her works of folklore and fiction, which presented presumably authentic renditions of black life. Indeed, many regarded the singular perspective of southern whites as absolutely essential in penetrating, translating, and ultimately
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{
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transcribing the supposed opacity of black life. Writing in reference to Green Thursday, a collection of short stories and folktales compiled by Peterkin, one reviewer noted that the author "lives on a plantation, isolated from the white world, surrounded only by negroes. She has always known them; she looks at them with marvelous sympathy." Lest the reader of that review presume that Peterkin's proximity to her subjects ruined her objective and dispassionate rendering of black life, however, the reviewer continued, noting that "her viewpoint isn't warped by the hysterical Boston attitude - bastard of the abolition days - that, if anything, niggers are better than white people. She penetrates their childishness, their superstitions, and their basic savagery, but does not forget their amiability." 54 At least one reviewer of Peterkin's work highlighted the paradox of her professional endeavors. In reference to Peterkin's fiction, famed poet and literary critic Sterling Brown wrote, "One merely has the uncomfortable suspicion that she has harvested what she preferred
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{
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, famed poet and literary critic Sterling Brown wrote, "One merely has the uncomfortable suspicion that she has harvested what she preferred, and that there are teeming fields still awaiting the sickle.... She has carefully studied a certain section of Negro life, restricted in scope and in character, and she has revealed skillfully and beautifully and from a single point of view the results of her study." 55 Responding to Roll, Jordan, Roll, a collection of folklore based on the lives of the black men and women who labored on Peterkin's plantation, Brown notes further that "in her personal dealings with the people on her plantation she is in all likelihood a kindly mistress. But kindliness is not enough. These people pay for their quaintness by their-at best-semi-enslavement. And even for quaintness, this is too much too ask." 56
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{
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By drawing critical attention to the presumed exceptionality of Lowcountry life and culture, I do not mean to ignore the distinguishing elements of the region. That the demography, climate, and historical trajectory of the region contributed to the development of particular cultural elements in the region is well established. I am less convinced than some, however, that these conditions created not only certain historical particularities but also historical peculiarities as compared to the rest of the slave South. Rather than treating black culture in the Lowcountry as a historical anomaly, we might regard it otherwise, namely, as reflective of a larger African American culture that developed in the United States during the antebellum period. In this way, conclusions drawn from the Lowcountry, rather than
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{
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reflecting the historical oddities of an outlandish place, may help us understanding black cultural production and identity formation throughout the region under investigation. How, for example, should our knowledge of Lowcountry burial rites affect our interpretation of the Negro Burial Ground in New York City? Or how might investigations of Sea Islands folk medicine contribute to our understanding of the same in Florida, Mississippi, or Louisiana? To regard Lowcountry slave culture as isolated and quaint is to delimit any discussion of the manner in which it might be related to other American and Atlantic locales. In its transnational orientation, the notion of an African Atlantic religious complex disrupts the idea that slave cultures and national boundaries are coterminus, highlighting instead linkages across various regions and nations.
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{
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# 2
## Saline Sacraments, Water Ritual, and the Spirits of the Deep CHRISTIAN CONVERSION IN KONGO AND ALONG THE SEA ISLANDS OF THE DEEP SOUTH
Sarah was a slave; and a dutiful one at that. When Sarah spoke, she comported herself with all of the deference demanded by the master class: "'Your servant, massa; your servant missus.' Then a pause, and the hands meekly folded before her." ${ }^{1}$ She was well liked and highly regarded by members of the master class:
Sarah was not, and from the circumstances could not have been, a romantic or sentimental creature, full of fancies and vagaries, and artfully seeking to impose her visions and dreams upon more simple and credulous people. Such a physiological embodiment as hers never developed much fancy, and such a life-history of toils and hardening processes would have effectually eliminated any tendencies to cultivate the romantic, had her nature been by any possibility receptive. Her face was altogether honest, with its deeply marked lines of suffering; and her whole expression clearly evinced those plain, practical, sensible qualities which had gained her so good a reputation. $\underline{ }$
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Still, Sarah's Christian faith was peppered with occasional paroxysms, which she termed "mazes." During one incident, Sarah rose from her quarters during the midnight hour and, in a fit of screams and shrieks,
entered the "Big House" and burst into the bedroom of the plantation's owner, minister Charles Raymond. He recalled Sarah's screams as the most "agonizing groans ever vented by tortured humanity." Sarah stood dazed, with her eyes glassy, her hands extended before her, and her visage shrouded with a lifeless hue. In a moment she collapsed prone on the floor and said, "O Lord, I'm damned! O master, I'm in hell! O Jesus, do save me." So she continued for thirty minutes, "bathed in a cold sweat, and with pulse scarcely perceptible, until at last her agony ceased from utter prostration." Morning arrived, and once again fully in control of her faculties, Sarah reported, without suspense or apology, that she had simply had one of her "mazes."
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Given Sarah's usual disposition, Raymond could scarcely make sense of the outburst: "So quiet! So sensible! So undemonstrative! How had good old Sarah ever been the subject of such a vagary?" When the second maze hit Sarah in broad daylight, Raymond was forced to concede that the fits were "no somnambulistic feat, growing out of disordered digestion or incipient dyspepsia. The physical theorists upon the subject were nonplussed." If the theorists were confused, the same may not be said of Sarah, who knew that the mazes were directly related to the unconverted condition of her soul. When Sarah's mistress attempted to educate her in the manner of proper Christian conversion, to assure her that "mazes" played no part in the path of religious redemption, Sarah responded curtly that white folks were different from "colored" persons. Only after Sarah's third maze did she finally came through jubilantly with the certainty that, having seen hell, she had been taken to Jesus to have her sins forgiven: "Sins all gone, bress de Lord! Leff um down dere under dat tree. Amen! Bress de Lord! Took 'emself right out'n 'emself." So was Sarah converted
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, she had been taken to Jesus to have her sins forgiven: "Sins all gone, bress de Lord! Leff um down dere under dat tree. Amen! Bress de Lord! Took 'emself right out'n 'emself." So was Sarah converted, and her bouts with the mazes ceased. $\underline{3}$
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Recounting her own experience, Elizabeth Roberts, a former slave of the Georgia coastal islands, reported that it was the water that washed the sins away, and so, she said, baptism must be performed when the tide is going out. Roberts recalled that as converts congregated along the river bank for the ritual, they did not direct their prayers to the Father, Son, and Holy Spirit; rather, the preacher prayed to the river, asking that all sins be taken away, noting that the water washed all sins away. $\underline{4}$
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This chapter focuses on the complexities and subtleties that often attend ritual belief and practice. It does not posit conversion as a clear and discrete movement from a precessional realm of belief to a successional one. Indeed, conversion rarely entails the complete abandonment of former belief systems, nor does it imply a total embrace of new spiritual theologies. The notion of conversion as discrete movement wrongly suggests that older beliefs are too rigid to negotiate a changing spiritual environment and presumes that new belief systems are impregnable, unaffected by older notions. Instead, the "new" belief system is understood largely through the context of the "old." That is, the precessional belief system does not simply replace the successional, and the former is not simply discarded. Rather, a notable adaptability of belief most marks conversion whereby older belief systems affect the newer and vice versa. This notion of conversion is complicated all the more when one considers that even religions that differ quite widely may contain significant similarities with respect to notions of God, the afterworld, or ritual. Different religions, in fact
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, the afterworld, or ritual. Different religions, in fact, may overlap in important ways such that clear distinctions between one realm of belief and another, between an old belief system and a new one, may be difficult to locate.
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The Christian conversion of Sarah and her fellow slaves reflect one instance in a broader African Atlantic negotiation with the Christian faith that occurred at various times and in varied locales throughout the Atlantic world. $\frac{5}{}$ Through a comparative analysis, this chapter addresses the manner in which Africans in Kongo as well as their counterparts in the New World interacted with Christianity and baptism, navigating similar issues of coercion, conversion, and belief. On both sides of the Atlantic, the faithful proved adept at resolving and amending Christian doctrine and dogma in line with their own cosmological conceptions and with the immediacy of their own condition. Religious doctrine and practice in the two locales reveal such malleability that under the general rubric of Christianity, one witnesses widely variant rituals and rites. One notes in this chapter at least five different forms of Christian practice, including (1) European missionary efforts in Kongo under the aegis of papal authority; (2) Kongolese Christianity, which acted as a state-sanctioned and urbanbased ritual movement associated with the royal court; (3) rural-based peasant
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practice in Kongo, which operated as a theology of resistance and ritual protection against the slave trade; (4) Protestant missionary efforts in the Lowcountry, which worked in concert with slaveholding interests; and (5) a slave theology, which developed in the antebellum period in coastal Georgia and South Carolina and sought to mobilize the slave body and behavior away from the pains and oppressions of the master class.
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Throughout the eighteenth and nineteenth centuries, the dynamics of the slave trade and related historical events connected each of these articulations of Christianity. Writing in reference to the religion of slaves along coastal Georgia and South Carolina, one scholar maintains, "The mere fact that a people profess to be Christians does not necessarily mean that their Christianity is of the same type as our own. The way in which a people interpret Christian doctrines depends largely upon their secular customs and traditions of the past. There is an infinite difference between the Christianity $\ldots$ of whites and colored, due in the main to their different modes of life and social backgrounds." ${ }^{6}$ To be a Christian or a convert in such a complicated religious landscape is neither simple nor obvious. There are no clear binaries that may be used to explain the religious faith or practice of any of the peoples treated in this chapter, no Manichean distinctions between the converted and the unconverted, the faithful and the heretic. As a result, our notions of what it means to be a Christian, or to be converted, must be malleable.
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As noted above, Kongo and the Lowcountry were intimately linked for centuries by the dynamics of the slave trade, and many of the victims of the trade in Kongo found themselves enslaved along the coastal region of Georgia and South Carolina. ${ }^{7}$ Catholic missionaries in Kongo had exposed at least some enslaved Africans to the tenets of Christianity through their work in Kongo. In fact, Protestant missionaries in South Carolina occasionally described black spirituality as a curious superstition reminiscent of Catholicism. Thomas Turpin, one such missionary, encountered a relatively isolated group of slaves along the South Carolina Sea Islands in 1834, whereupon he noted that they had "societies organized among themselves; and that those societies were very corrupt, and appeared to be very much under the influence of Roman Catholic principles; and ... they did penance." ${ }^{8}$ Christian Oldendorp, a Moravian clergyman and poet,
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interviewed hundreds of West Indian slaves during the late eighteenth century and noted that "the Negroes from the Congo nation who came to the West Indies have, for the most part, a recognition of the true God and of Jesus Christ" due to the role played by Portuguese and Italian missionaries. ${ }^{9}$ Jane Landers documented similar developments in Spanish colonial Florida, where enslaved West-Central Africans, fleeing the plantations of Georgia and South Carolina, reported their exposure to Catholicism while in their homelands. $\underline{10}$
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The prior experience and exposure of some Africans to Christianity in Kongo undoubtedly colored their interactions with Protestant missionaries in the Americas. They likely drew upon a vocabulary of Christianity and of Christian conversion that developed in Kongo as early as the late fifteenth century and persisted through the era of the slave trade and into the antebellum period in certain New World plantation communities. This vocabulary of Christian conversion became significant when large numbers of Kongolese, held captive along the Sea Islands of the Georgia and South Carolina coasts, developed their own responses to Christianity in the New World. An understanding, therefore, of the experience of Christian conversion and baptism in Kongo is essential to any investigation of similar themes in the American South.
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# Christianity and the Kongo Court, 1491-1645
Christianity came to Kongo during the late fifteenth century, when Franciscan priests baptized King Nzinga a Nkuwu as João I in 1491. In the months and years immediately following the conversion of the king, many members of the royal court and nobility also adopted the faith. A Catholic church was constructed at Mbanza Kongo, capital of the country, and a number of European missionaries arrived in Kongo, offering sacraments and conducting mass. Still, European missionaries had some difficulty maintaining the faith in its early phases as many clerics perished in Kongo's tropical climate. Those hardy enough to withstand the climate suffered from a chronic shortage of priests with which to conduct effectively the business of conversion and maintenance of the faith. In fact, King João's conversion
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was rather short lived, and by the turn of the century, he ceased to practice as a Catholic, returning to indigenous Kongo beliefs. $\underline{11}$ Many members of the Kongolese elite again followed suit. The history of Christian conversion in Kongo may very well have ended there had it not been for João's son, Afonso. As it stands, however, the story of Christian conversion in Kongo has very much to do with Kongo rules of royal succession, visions in the sky, and the intervening hand of God in the lives of ordinary men.
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Kongolese succession rules were not governed by primogeniture. Instead, candidates from competing royal clans sought endorsement from the court and provincial nobility. This support proved crucial because it ensured arms and men to fight the bloody battles that occasionally attended vacancies at the throne. Candidates able to amass larger and more powerful networks tended to win these battles and, eventually, the throne. These skirmishes could last for weeks and months as several would-be kings struggled for possession of the kingdom. In the interim, the throne remained vacant. Rather than compromising the ultimate stability of the kingdom, these battles proved decisive, affording newly invested monarchs significant power over recently defeated rivals. $\underline{12}$
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Evidence suggests that for Afonso, the battle for succession to the throne served as a testing ground between his own Christianity and the "pagan" ways of his brother. Unlike his father, Afonso remained steadfast in the Catholic faith: "We have renounced definitively all of the errors and idolatries in which our ancestors believed up until now. We have learned that our Lord Jesus Christ, human and divine, descended from heaven to earth to be made incarnate in the womb of the glorious Virgin Mary, his mother. For the well being of all mankind ... he was killed upon a wooden cross in the city of Jerusalem, was buried and risen from the dead on the third day." ${ }^{13}$
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Afonso believed that his own adherence to the Christian faith had placed him in conflict with his father and members of the Kongo elite, noting that "because we remained firm in the true faith ... we were hated by the king (João I) and by the nobility of the kingdom." ${ }^{14}$ The king had sent his son to oversee the governance of Nsundi, one of Kongo's provincial regions, and for the prince, the office at Nsundi represented an exile, distancing him from the more important matters occurring at central court. But rather than
encouraging Afonso to fall more in line with the beliefs and rituals of the monarch, which by the turn of the century had moved well away from Catholic practice, this semi-exile only strengthened Afonso's resolve and faith. In fact, he suffered his position with great contentment and satisfaction because he saw it as a service to the Lord.
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In 1509 Afonso learned that his father was very near death and that his brother, Mpanzu a Nzinga, had seized the throne with the blessings of the nobility and provincial lords. $\underline{15}$ Despite the distance, both political and religious, that separated Afonso from his father, the exiled prince still felt himself to be the only rightful heir to the throne. He felt that his brother had occupied the throne "in a manner indignant and against all justice." ${ }^{16}$ Certain that he was the proper heir, Afonso left Nsundi for the capital city to "take possession of the kingdom according to the old customs," that is, through battle. ${ }^{17}$ Afonso had determined that only Christians could join him on his trek to the capital, so when he arrived at the Mbanza Kongo his total force numbered only thirty-seven men. $\underline{18}$
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Afonso's difficulty in amassing a large army suggests the relative weakness of the Christian faith in Kongo at the turn of the sixteenth century. Still, his willingness to march to the capital and engage in battle, to pit thirty-odd Christians against a well-manned and well-armed force, suggests the power of his own personal faith in Christianity. When he arrived at the capital he found himself considerably outnumbered, facing an army of massive force. For Afonso, the ensuing battle had both political and religious implications. He knew full well that the people of Kongo, whom he described as "almost all infidels and idolaters," wanted to see his brother installed as king. Still, he found comfort in the certainty that "power does not reside in a large number of men, but in the will of the Lord. That's why we had confidence." ${ }^{19}$ Afonso was sure that with the grace of God, "it was not necessary to have a large number of men." ${ }^{20} \mathrm{He}$ was convinced that God would grant him the victory against the infidels who had received the Gospel but turned away from God's good graces. So began the battle.
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The soldiers exchanged arrows and swords until, suddenly and without warning, Afonso's opponents turned around and began to retreat desperately, though Afonso did not know the cause of their withdrawal. $\underline{21}$ He gave chase only to find that many in his brother's company had fallen
dead. Afonso subsequently won the battle and the Kongo throne and determined immediately that the victory had been granted by divine intervention. He soon learned that his opponents had retreated due to the appearance in the sky of a tremendous vision. An image of St. Jacques, to whom Afonso had prayed for divine intervention just before the battle, had appeared in the sky mounted atop a horse and accompanied by a band of armed cavalrymen. In addition, a large white cross could be seen emblazoned in the heavens. These images had so frightened Mpanzu a Nzinga and his men that they forfeited the throne and retreated as quickly as possible. Afonso interpreted the victory as a miracle granted by God, and after the victory, he imprisoned Mpanzu a Nzinga and sentenced him to death. $\underline{22}$ Such an unlikely victory confirmed in Afonso the ultimate truth of the Christian faith.
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Whether this story of divine intervention is apocryphal or not, Afonso certainly embraced it as a none-too-subtle warning to any would-be competitors of his divinely inspired mission. In this, Afonso's legitimation included the familiar trope of Christian victory over "heathens" used by rulers and soldiers alike in contexts as varied as the Crusades, the Boer War's Battle of Blood River in South Africa, or American Indian relocation policy. With Christianity as the new reigning political cult, Afonso found little difficulty in convincing his subordinates to adopt the religion, which they did in great numbers during the early years of the sixteenth century.
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Although Afonso's victory had been confirmed by divine intervention, his position atop Kongo's throne was yet less than stable. As an outcast prince zealous in his adherence to an already discarded faith, who claimed neither manpower nor arms, his leadership would likely have been challenged by rivals. And yet Afonso (1506-43) enjoyed the longest and certainly one of the most important reigns in Kongo's history. ${ }^{23}$ He devoted his initial energies to shoring up support for his rule. He made a deliberate effort to connect political power and influence with religious faith, and over his long reign he developed an impressive Christian state infrastructure that operated primarily among the royal court and provincial nobility. To begin the process, Afonso sent his son Henrique to Portugal to be educated in the Portuguese language, the classics, and the humanities. Henrique learned to speak Latin fluently, received training as a cleric, and eventually enjoyed
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promotion to the bishopric. In addition, Afonso constructed schools in the capital of the country devoted to the education of the nobility's children. These schools instructed students in the classics and trained them in the Christian faith. The success of these schools, which hundreds of students regularly attended, is well documented. $\underline{24}$ Afonso wrote persistently to papal authorities requesting building materials for the erection of new churches and schools, and he continued to ask that more missionaries be sent to Kongo to perform the sacraments.
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Just as Afonso fomented an infrastructure of royal Catholic practice, he also engaged in an equally zealous program to rid the country of "infidels" and "idolaters." He actively "burned numerous idols" and waged a yearlong campaign against a "fetish house" he desperately wanted to destroy. $\underline{25}$ Christianity, as practiced by Alfonso, may be understood as something of a ruling doctrine, a set of practices, rituals, and beliefs mobilized as a way of ensuring power and granting favor in direct opposition to competing practices. For Afonso, Christianity served as both a faith and a political campaign. By eliminating infidels, that is, would-be competitors for the throne, he ensured his own power base and developed that manner of support that had escaped him in his initial installation. For members of the royal elite, conversion to Christianity made clear political sense, especially at a time when the king was not only denouncing but also violently eradicating other practices. By the end of his reign in 1543, Afonso had effectively instituted Christianity as part of the body politic in the country
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, Afonso had effectively instituted Christianity as part of the body politic in the country, supported by a newly strengthened Christian church. His efforts to educate Kongo's young, his tireless attempts to suppress other ritual practices and his undying faith in Catholicism combined to establish Christianity in Kongo from the sixteenth century onward. Even fifty years after Afonso's death, the royal court continued to support Christianity. At his own installation, Alvaro II (1587-1614) announced himself: "Alvaro II, by the grace of God, augmenter of conversion to the faith of Jesus Christ." 26
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The Kongolese elite, however, did not accept the faith as presented by European missionaries at face value. Even as Christianity assumed increasing importance at court, Kongolese officials practiced it through their own cultural lens. Kongolese converts regarded Christian missionaries in much the same way as they did indigenous Kongolese ritual experts
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(nganga; pl. banganga) and demanded that they act accordingly. Just as banganga secured plentiful rains and bountiful harvests, so were Catholic priests expected to perform similar functions. When droughts struck Kongo in 1674, Kongo officials blamed Capuchin missionaries, arguing that while the converted regions of the country suffered, the so-called pagan districts enjoyed plentiful rains and harvests. This, the officials argued, was the direct result of several excommunications that the clergy had recently performed, and the officials demanded that the relevant parties be absolved. When the missionaries refused, they were summarily expelled from the area. ${ }^{27}$ King Garcia II (1641-61) argued similarly in 1645 that several military defeats were God's way of punishing the kingdom for the sins of early leaders who had not been Christian. Fearful that the sins of the father were being visited upon the sons, Garcia II appealed to Rome in hopes that Kongo might be shielded from past iniquities. The pope fulfilled Garcia II's request, offering the kingdom an absolution and benediction for past transgressions. ${ }^{28}$ These events suggest that ritual practice in Kongo
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, offering the kingdom an absolution and benediction for past transgressions. ${ }^{28}$ These events suggest that ritual practice in Kongo, though under a Christian idiom, continued to respond to the immediacy of everyday life.
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From its earliest introduction until the mid-seventeenth century, Christianity remained a faith closely associated with the royal court and provincial nobility. Kongo elite developed literacies in European languages, and Kongolese heads of state maintained regular correspondence with papal authorities and European monarchs. The nobility dispatched ambassadors to European metropoles to discuss matters of state and sent their children to be educated in the manners of Christianity. For their part, European missionaries arrived in Kongo, always woefully undermanned, to perform holy sacraments, install royal officers, and conduct Christian rituals.
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{
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# Christianity in Kongo, 1645-1704
In the mid-seventeenth century Capuchin missionaries established churches and schools in the provincial areas that served primarily families of the nobility and the retinues of provincial lords. Though they operated in the rural sector, these schools and churches had little effect on the local
populations, who remained largely illiterate well into the eighteenth century. Moreover, most ordained priests in Kongo came from the noble class. $\underline{29}$ Even during the eighteenth century, when the missionary establishment in Kongo was greatly decreased, Catholic informed ritual practice never entirely disappeared at court. $\underline{30}$
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{
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Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf
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While Christianity developed as a ritual cult closely connected to and controlled by the court, spiritual practice in the village sector operated differently. Kongolese monarchs enjoyed special access to the spiritual realm, which they used to justify their authority and empower other members of the ruling class. In the outlying village sectors, local religious leaders, called kitome (pl. itome), governed the spiritual life and well-being of the community. The itome, a network of community religious leaders that extended from the capital to the outlying areas, validated noble governance through ritual installation and ensured the safety and prosperity of each village community through the resolution of disputes and the maintenance of prosperity, community health, and rains. Other individuals, called banganga (sing. nganga), assured the individual health of any member who sought luck or protection from hardship. In effect, the king, kitome, and nganga all laid claim to spiritual access to the otherworld, and although their relationship was not explicitly contentious, the kitome and nganga could pose a potential threat to the king's ritual status.
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{
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Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf
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It is in this context that missionaries introduced Christianity into the village sector during the mid-seventeenth century. For much of the sixteenth century, and well into the seventeenth, Kongo nobility opposed the practice of indigenous religion. As a result, villagers often regarded the arrival of Christianity as an intrusion upon local religious practice. Afonso regularly destroyed fetish houses and idols throughout the country. For Afonso, Christianity represented a type of royal doctrine that opposed other forms of ritual practice, and villagers often perceived of Christian missionaries as extensions of the central authority of the king. In fact, Catholic missionaries and adherents to indigenous belief often clashed. One missionary, Luca da Caltanisetta, suggested as much when he wrote, "At one point some men and women told my interpreter that my mission was evil because I showed myself to be an enemy of the 'feticheurs' and burned their idols; they added that they were unable to forsake the practices of their country.... They
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{
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Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf
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turned to the 'feticheurs' in order to get healing from the devil, honored in these idols. This response demonstrates the profound disposition of all inhabitants of this unfortunate kingdom of Kongo." 31
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{
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Caltanisetta's statements highlight the contentious relationship between village inhabitants and the Christian clergy who acted as a new arm of the politico-religious power residing at central court. The burning of idols was important not only for Christian missionaries, bent on removing all traces of the devil from the Kongo countryside, but also for the Kongo court, intent on removing the potential for spiritual and religious competition from outlying areas. This state-sponsored campaign to rid the country of "feticheurs" further cemented the position of the king at the apex of Kongo's religious establishment, vested with special access to the spirit realm. When Capuchin missionaries arrived in Kongo in 1645, they sought actively to convert in the rural and outlying regions. The Kongolese regarded Capuchins and the Jesuits who preceded them as ritual experts on the order of an nganga and thus as representing a real threat, sanctioned by the king and ruling elite, against rural religious leaders. $\frac{32}{}$ Whereas the king encouraged the establishment of a priestly order over which he exerted considerable control
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{
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, sanctioned by the king and ruling elite, against rural religious leaders. $\frac{32}{}$ Whereas the king encouraged the establishment of a priestly order over which he exerted considerable control, villagers often rebelled against the intrusion. $\underline{33}$
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{
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Still, Capuchin missionaries proved themselves exceptionally successful with respect to the distribution of certain Christian sacraments, especially baptism. Unlike the Kongo nobility, whose introduction to the faith included instruction at school or attendance at mass, the village faithful experienced Christianity first and foremost in receiving baptism, which principally involved the conferring of salt sacrament. $\underline{34}$ Catholic baptismal ritual called for the priest to place a small amount of salt on the tongue, followed by holy water. $\underline{35}$ Though priests proved terribly unsuccessful in the conferring of other rites-marriage, confession, the last rites-they were successful with baptism, or the eating of salt, yadia mungwa, as it was called locally. $\frac{36}{}$ Caltanisetta acknowledged that the Kongolese referred to salt as the central aspect of the baptism and recounted the following story: "I was in the process of distributing salt to several people when heavy showers came; I told them to take shelter in some neighboring hut until the rain stopped, and afterwards to return for the rest of the ceremony.... They promised me that they would return, but
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{
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, and afterwards to return for the rest of the ceremony.... They promised me that they would return, but, thinking themselves baptized, they
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{
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did not reappear. ${ }^{37}$ After having learned from that experience, Caltanisetta thought it necessary to administer the salt at the end of the ritual.
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{
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This is not to suggest, however, that the Kongolese attached no spiritual importance to water. To the contrary, a critical component of Kongolese perceptions of the otherworld included reverence for Simbi water spirits. These spirits, common especially in the relatively dry coastal zone, inhabited local rivers, streams, ponds, and other bodies of water. In fact, many Kongolese regarded them as pervasive and "made offerings to them whenever they approached water, crossed a ford with a strong current, [or] fished. ${ }^{38}$ Notably, these spirits demanded obeisance, which they rewarded with fecundity, and deplored disobedience, which they punished with disease and death. ${ }^{39}$ These spirits caused certain fatal diseases, often contracted in the rain, the victims of which would be ceremonially thrown into bodies of water, rather than being buried according to normal custom, for fear that failure to sacrifice them to the water would result in a cessation of the rains. Anne Hilton relates that in the seventeenth century, missionaries began insisting on burying the victims of these rain-borne afflictions, but if the rains subsequently failed
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{
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, missionaries began insisting on burying the victims of these rain-borne afflictions, but if the rains subsequently failed, "the people dug them up and took them to the water. ${ }^{3} 40$ The Simbi spirits could take human form but were easily detected due to certain physical abnormalities. Indeed, the Kongolese venerated albinos, dwarfs, twins, and cripples as Simbi spirits incarnate. Or Simbi spirits might attach themselves to healers, aiding them in their work to cure the sick. 41
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{
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While the Kongolese had preexisting notions of the spiritual powers of water, no evidence suggests that they transferred their reverence for Simbi spirits onto the sprinkled water featured in the Catholic baptism, and European missionaries made no effort to encourage among their would-be converts any such connection. As a result, Kongolese villagers referred not to the cleansing power of water when describing baptism but to the power of the salt. In line with the general belief that evil people and spirits detested salt and would thus avoid a baptized person, they conceived of the salt and not the water as conferring the blessing of baptism. 42 When Capuchin priests recognized that villagers thought of baptism as a rite of protection from evil spirits, they attempted to break the association between salt and salvation. Their efforts failed miserably, as few were persuaded to
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{
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accept the rite without the requisite salt. $\frac{43}{}$ During the last decades of the seventeenth century missionaries baptized as many as 340,000 in Kongo, with certain missionaries conducting upward of $50,000 . \underline{44}$ Bernardo da Gallo, a Capuchin missionary writing in 1710, noted that in the rural regions, people were baptized in great numbers, without having a true knowledge of the faith. 45 Da Gallo acknowledged that many among the village sector had a "true awareness" of the Christian faith and were, in fact, "bons chretiens." He maintained that many others, even after having been baptized, never developed a true understanding of the faith and never "abandon[ed] their pagan customs"; as a result, "the evangelical seed" was "suffocated by diabolic discord, and never fully formed." 46
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{
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Capuchin missionaries who traveled throughout the countryside conducted annual baptisms en masse, and local liaisons translated key Christian concepts-such as the Holy Bible, priest, God, excommunication, and the meanings of the cross-not only into local tongues but also into local cosmologies. In the translation of key Christian terms, the Kongolese developed iconographies and sacraments with multiple meanings, thereby molding Christianity toward Kongolese belief, ritual, and rite. 47 When translated into kiKongo, key Christian concepts took on a complexity of meaning not always understood by Christian missionaries. Itinerant Kongolese Christians, accompanied by European missionaries, traveled the countryside, translating key terms, spreading the gospel, and administering sacraments. This raises the very real possibility that communications occurred between the translator and the congregation without the knowledge of priests. $\underline{48}$
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{
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European Christians adopted the kiKongo term for God, nzambi, to denote the Christian God. $\underline{49}$ The Kongolese term nzambi could mean "soul" or be used generally to refer to an ancestor or other deity. $\underline{50}$ In this way, the term nzambi a mpungu, meant to denote "God Almighty," connoted the first, highest, or greatest ancestor, deity, or spirit. ${ }^{51}$ Nzambi a mpungu took much of its meaning from the context within which it operated. In the family the term referred to a maternal uncle or father; when used in an otherworldly sense, the term connoted the founder of the land of the dead-
or an ultimate creative power. Nzambi a mpungu only carried meaning contextually, allowing the Kongolese faithful to interpret it variously. $\underline{52}$
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{
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Moreover, Christian priests adopted the title nganga, thus using the term for indigenous Kongolese ritual experts, a group missionaries roundly dismissed as "fetishers." In that capacity they performed all of the rituals expected of that office, including providing individual charms for protection as well as consecrating and coronating kings. The activities over which Christian priests presided resembled analogous Kongolese rituals that shared the same essential vocabulary. $\underline{53}$ Missionaries translated the term nkisi, the indigenous term Europeans used to denote Kongolese "fetish cults," to mean "holy." As a result, there was no linguistic distinction between Christian religious practice and other indigenous rituals. One missionary, for example, described the experience he had as he approached a large group of people while walking along the road: "Big and small, man and woman, everyone yelled: en ganga anquissi zambi ampong [nganga a nkisi nzambi a mpungu] which means in their language 'holy priests of God." ${ }^{54}$ Similar difficulties attended the translation of other words. Missionaries translated "church" as nzo a nkisi or nkisi house
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{
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Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf
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, "Holy Bible" as mukanda nkisi, and "excommunicate" as loka (curse, conjure, bewitch). $\underline{55}$
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{
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Rituals of Resistance _ African Atlantic Religion in Kongo -- Jason R_ Young -- Louisiana paperback ed Baton Rouge 2011 2007 -- Louisiana State -- 9780807132791 -- a04087d9b316d7b7691dbcaa3a571c15.pdf
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