Passing alone to those realms The object erst of thine exalted thought, I would rise to infinity: then I would compass the skill Of industries and ar… - Giordano Bruno

" "

Passing alone to those realms
The object erst of thine exalted thought,
I would rise to infinity: then I would compass the skill
Of industries and arts equal to the objects. [18]
There would I be reborn: there on high I would foster for thee
Thy fair offspring, now that at length cruel
Destiny hath run her whole course
Against the enterprise whereby I was wont to withdraw to thee.
Fly not from me, for I yearn for a nobler refuge
That I may rejoice in thee. And I shall have as guide
A god called blind by the unseeing.
May Heaven deliver thee, and every emanation
Of the great Architect be ever gracious unto thee:
But turn thou not to me unless thou art mine.

Escaped from the narrow murky prison
Where for so many years error held me straitly,
Here I leave the chain that bound me
And the shadow of my fiercely malicious foe
Who can [19] force me no longer to the gloomy dusk of night.
For he who hath overcome the great Python [20]
With whose blood he hath dyed the waters of the sea
Hath put to flight the Fury that pursued me. [21]
To thee I turn, I soar, O my sustaining Voice;
I render thanks to thee, my Sun, my divine Light,
For thou hast summoned me from that horrible torture, [22]
Thou hast led me to a goodlier tabernacle; [23]
Thou hast brought healing to my bruised heart.

Thou art my delight and the warmth of my heart; [24]
Thou makest me without fear of Fate or of Death;
Thou breakest the chains and bars
Whence few come forth free.
Seasons, years, months, days and hours — The children and weapons of Time — and that Court
Where neither steel nor treasure [25] avail
Have secured me from the fury [of the foe].
Henceforth I spread confident wings to space;
I fear no barrier of crystal or of glass;
I cleave the heavens and soar to the infinite.
And while I rise from my own globe to others
And penetrate ever further through the eternal field,
That which others saw from afar, I leave far behind me. [26]

English
Collect this quote

About Giordano Bruno

Giordano Bruno (1548 – 17 February 1600) was an Italian universalist pantheist monist philosopher, mathematician, astronomer and poet, who, following an Inquisition for heresy and the denial of several Catholic doctrines, was burned at the stake in Rome, 1600; born Filippo Bruno, in Nola, Italy, he often called himself Il Nolano (The Nolan).

Biography information from Wikiquote

Also Known As

Native Name: Iordanus Brunus Nolanus
Alternative Names: Filippo Bruno
Try QuoteGPT

Chat naturally about what you need. Each answer links back to real quotes with citations.

Related quotes. More quotes will automatically load as you scroll down, or you can use the load more buttons.

Additional quotes by Giordano Bruno

"First, in his suppositions, he proceeds from unnatural foundations, pretending there are parts of the infinite; there are none who can support this, for there are no partial infinities; this is an implied contradiction, that infinity has a lesser part and a greater part, but you approach infinity no more quickly if you count by hundreds than by threes, for infinity has an infinity of hundreds no less than an infinity of threes. Infinite distance is measured in infinite feet equally with infinite miles, and when we would speak of parts of an infinite distance, we don't say "a hundred miles" or "a thousand parasangs", as these describe parts of a finite distance; they are in fact parts only of a finite whole, to which they have a proportion; they cannot be said to be parts of that to which they have no proportion. Thus a thousand years isn't part of eternity, because it has no proportion to the whole, but is instead a partial measure of time, like ten thousand years or a hundred thousand centuries."

Works in ChatGPT, Claude, or Any AI

Add semantic quote search to your AI assistant via MCP. One command setup.

Elpino. We shall say that this finite world [20] with the finite stars embraceth the perfection of all things.

Theophilo. You may say so, but you cannot prove it. For the world [20] of this our finite space embraceth indeed the perfection of all those finite objects contained within our space, but not of those infinite potentialities of innumerable other spaces

Loading...