Time Spiral

Here's an excerpt from "Spiritual Awakening: Spirals of Time," an article by Kiara Windrider at The Global Oneness Commitment Web site:

"Barry Martin has been carefully researching a phenomenon he calls the time spiral, which may shed further light on this dimensional shift. With some of the renewed understandings of sacred geometry put forward by Drunvalo Melchizedek and others, we are beginning to become aware of how everything is organized around certain basic principles of geometry. The fibonacci spiral is one such geometry used by the devic realms to create forms and proportions for all life in the universe, from tiny crystals, to the human form, to an entire planet. The nautilus shell is a good illustration of this. Beginning at zero point, which could be any point in space, it is a numeric sequence that spirals out to infinity.

What if this same sequence that applies to space were also applied to time? Barry goes through a series of calculations going back through the Egyptian and Mayan calendars to illustrate that in our journey of evolution through the ages, our experience of consciousness through time has been speeding up. This can be plotted as a time spiral. Eventually this time spiral winds down through third dimensional time and approaches a zero point, an end of time as we know it. According to his research, the time spiral that governed most of our recent third dimensional history ended on July 26, 2000, at which point a new fourth dimensional spiral began, and is slowly gathering force. Thus, in some respects the fourth dimensional shift has already taken place, although the full flowering of this new planetary consciousness is still to come.

What does 4th dimensional time look like? If 3-D time relates to a linear progression from a point in the past to a point in the future, 4-D time is synchronistic. The now-moment is all important, multiple timelines come into co-existence, and history is interpreted through cycles and spirals of consciousness rather than through a disconnected series of linear events."