If we are right in this, and the reader who has followed the debate thus far will unhesitatingly admit that such are the facts, then, of course, the gentleman is arrayed against himself in a manner most distasteful, no doubt, to his personal feelings, as well as disastrous to his polished logic; for to the mind of the merest school-boy it must be apparent that a change of Sabbath from one day of the week to another, involves the definiteness of the day thus honored; _i. e._, if the first day of the week is now the Christian Sabbath because of the nature of events which transpired upon it in particular, then, of course, it occupies that position to the exclusion of all other days; but this utterly demolishes the seventh-part-of-time theory, which the gentleman has adopted, the very essence of which is, that there is now no superiority in days, and the individual is left free to choose any one which may best accord with his tastes or subserve his interests. Here, then, we come to a dead halt. Which shall we believe, the nine articles of the gentleman, or the tenth, which is in direct conflict with their teachings? Should we go by the bulk of the testimony, then we must decide that there is a definite day, according to the conviction of our opponent. But if he still holds to that doctrine, then that which he has said against the seventh-day Sabbath, on the ground that the earth is round, and, therefore, that the Edenic Sabbath could not be kept in all portions of it, is deprived of all its force. For, assuredly, if he believes that God now requires all men to honor the first day of the week, the world over, then he must admit that it is possible for them to do so. But if it is possible for men both to find and to celebrate the first day of the week, on a round world, then, beyond all dispute, the same process which will enable them to do this, will also qualify them to locate and to observe the seventh-day Sabbath. For it is just as certain as mathematical demonstration can make it, that in a week consisting of seven days, having found the first of the number, in order to discover the last, you have but to take the one which preceded the known day, or, if you please, count forward six days from the one already established, and you have the last day of the Week to which it belongs.