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118:0.10 [[Creative]] [[growth]] is unending but ever [[satisfying]], endless in extent but always punctuated by those [[personality]]-[[satisfying]] moments of transient goal [[attainment]] which serve so effectively as the mobilization preludes to new [[adventures]] in [[cosmic]] [[growth]], [[universe]] [[exploration]], and [[Deity]] [[attainment]].
 
118:0.10 [[Creative]] [[growth]] is unending but ever [[satisfying]], endless in extent but always punctuated by those [[personality]]-[[satisfying]] moments of transient goal [[attainment]] which serve so effectively as the mobilization preludes to new [[adventures]] in [[cosmic]] [[growth]], [[universe]] [[exploration]], and [[Deity]] [[attainment]].
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118:0.11 While the [[domain]] of [[mathematics]] is beset with [[qualitative]] [[limitations]], it does provide the [[finite]] [[mind]] with a [[conceptual]] basis of [[contemplating]] [[infinity]]. There is no [[quantitative]] [[limitation]] to [[numbers]], even in the [[comprehension]] of the [https://nordan.daynal.org/wiki/index.php?title=Paper_42#10._UNIVERSAL_NONSPIRITUAL_ENERGY_SYSTEMS_.28MATERIAL_MIND_SYSTEMS.29 finite mind]. No matter how large the [[number]] conceived, you can always envisage one more being added. And also, you can [[comprehend]] that that is short of [[infinity]], for no matter how many times you repeat this addition to [[number]], still always one more can be added.[http://books.google.com/books?id=lXjF7JnHQoIC&printsec=frontcover&dq=to+infinity+and+beyond+eli+maor&source=bl&ots=-0tzBVJwr4&sig=GhciSCT1GdkDEioPlthevHDjVR8&hl=en&ei=QuHvTPqJMcGclgeRutXjDA&sa=X&oi=book_result&ct=result&resnum=3&ved=0CC4Q6AEwAg]
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118:0.11 While the [[domain]] of [[mathematics]] is beset with [[qualitative]] [[limitations]], it does provide the [[finite]] [[mind]] with a [[conceptual]] basis of [[contemplating]] [[infinity]]. There is no [[quantitative]] [[limitation]] to [[numbers]], even in the [[comprehension]] of the [https://nordan.daynal.org/wiki/index.php?title=Paper_42#10._UNIVERSAL_NONSPIRITUAL_ENERGY_SYSTEMS_.28MATERIAL_MIND_SYSTEMS.29 finite mind]. No matter how large the [[number]] conceived, you can always envisage one more being added. And also, you can [[comprehend]] that that is short of [[infinity]], for no matter how many times you repeat this addition to [[number]], still always one more can be added.[https://books.google.com/books?id=lXjF7JnHQoIC&printsec=frontcover&dq=to+infinity+and+beyond+eli+maor&source=bl&ots=-0tzBVJwr4&sig=GhciSCT1GdkDEioPlthevHDjVR8&hl=en&ei=QuHvTPqJMcGclgeRutXjDA&sa=X&oi=book_result&ct=result&resnum=3&ved=0CC4Q6AEwAg]
    
118:0.12 At the [[same time]], the [[infinite]] [[series]] can be [[totaled]] at any given point, and this total (more properly, a subtotal) provides the fullness of the sweetness of goal [[attainment]] for a given [[person]] at a given [[time]] and [[status]]. But sooner or later, this same [[person]] begins to [[hunger]] and yearn for new and greater goals, and such [[adventures]] in [[growth]] will be forever forthcoming in the fullness of [[time]] and the [[cycles]] of [[eternity]].
 
118:0.12 At the [[same time]], the [[infinite]] [[series]] can be [[totaled]] at any given point, and this total (more properly, a subtotal) provides the fullness of the sweetness of goal [[attainment]] for a given [[person]] at a given [[time]] and [[status]]. But sooner or later, this same [[person]] begins to [[hunger]] and yearn for new and greater goals, and such [[adventures]] in [[growth]] will be forever forthcoming in the fullness of [[time]] and the [[cycles]] of [[eternity]].

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